let`s start
This commit is contained in:
Extazy-b
commit
2e7f992c86
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comands
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latexmk -pdf -outdir=pdf -auxdir=tmp templates/model_analitic.tex && latexmk -c -outdir=pdf -auxdir=tmp templates/model_analitic.tex
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345
data/processed/MEM_16M_B.csv
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data/processed/MEM_16M_B.csv
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Time;I_norm
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2,4677;0,0024020853444028933
|
||||
2,49085;-0,006450956269015151
|
||||
2,49878;0,0005805065922446229
|
||||
2,49894;0,007628089619452938
|
||||
2,49909;0,01467490501971147
|
||||
2,49921;0,01996001656990498
|
||||
2,5298;-0,003883244121535512
|
||||
2,5222;0,004059391929278622
|
||||
2,52235;0,011106207329536932
|
||||
2,52251;0,018153022729795243
|
||||
2,55312;-0,004809002223137959
|
||||
2,59194;-0,00840686973740934
|
||||
2,5921;-0,0013600543371510287
|
||||
2,60007;0,0074338800011235495
|
||||
2,60023;0,014480695401381749
|
||||
2,60035;0,019765806951575482
|
||||
2,61536;-0,004927984400375562
|
||||
2,65426;-0,00500321184146757
|
||||
2,6697;-0,010318260842708149
|
||||
2,68538;-0,005062319116611258
|
||||
2,70342;-0,010382741506501203
|
||||
2,72408;-0,013946065808026376
|
||||
2,72424;-0,006899250407767843
|
||||
|
540
data/processed/MEM_16M_R.csv
Normal file
540
data/processed/MEM_16M_R.csv
Normal file
|
|
@ -0,0 +1,540 @@
|
|||
Time;I_norm
|
||||
-2,22827;-0,025569780945470466
|
||||
0,0;-0,016117078852082134
|
||||
-0,0076999999999998;-0,01137116338929034
|
||||
0,0079800000000003;-0,004320765651443681
|
||||
0,0081299999999999;0,005131936441944762
|
||||
0,0538000000000002;-0,05643213248610701
|
||||
0,0539200000000001;-0,04934260591606554
|
||||
0,1012599999999999;-0,009288067927969434
|
||||
0,10141;0,00016463416541900866
|
||||
0,1015700000000001;0,009617336258807674
|
||||
0,1016799999999999;0,016707892534959412
|
||||
0,1160399999999999;-0,05659173693321762
|
||||
0,11619;-0,047139034839829064
|
||||
0,1163099999999999;-0,04004950826978759
|
||||
0,1555400000000002;-0,02006291266709992
|
||||
0,1865800000000002;-0,024868551084294532
|
||||
0,1939100000000002;-0,05206617857804963
|
||||
0,1940699999999999;-0,04261347648466085
|
||||
0,1942300000000001;-0,03316077439127252
|
||||
0,21056;0,014063607243475551
|
||||
0,2107200000000002;0,023516309336864105
|
||||
0,23445;0,047088341615932894
|
||||
0,2346000000000001;0,05654104370932145
|
||||
0,23472;0,06363057027936281
|
||||
0,2356900000000001;0,1227109880691517
|
||||
0,2280299999999999;0,12982110876140096
|
||||
0,2577900000000002;0,047028618661530186
|
||||
0,26576;0,05882493186216842
|
||||
0,2580600000000002;0,0635708473249601
|
||||
0,2667300000000001;0,11790431994584694
|
||||
0,26685;0,12499384651588841
|
||||
0,28214;0,10841145931415319
|
||||
0,29007;0,11784459699144423
|
||||
0,2901900000000001;0,12493412356148581
|
||||
0,3061;0,1461635744394152
|
||||
0,31407;0,15795885793394293
|
||||
0,3220500000000001;0,16975517113458138
|
||||
0,3222;0,17920787322796972
|
||||
0,3459700000000001;0,2051430810303858
|
||||
0,33827;0,20989002619928776
|
||||
0,3617600000000001;0,21928197563216334
|
||||
0,3618800000000002;0,2263715022022048
|
||||
0,3777700000000001;0,24641885046540546
|
||||
0,3935000000000002;0,25701349663521755
|
||||
0,3936600000000001;0,2664661987286061
|
||||
0,4093900000000001;0,2770608448984181
|
||||
0,42466;0,25929635508195403
|
||||
0,4248200000000002;0,2687490571753427
|
||||
0,42513;0,2876554910682302
|
||||
0,43229;0,24982408857246807
|
||||
0,4405300000000001;0,27816263043653644
|
||||
0,4557800000000001;0,25921603800534354
|
||||
0,45594;0,2686697698048426
|
||||
0,45625;0,2875751739916197
|
||||
0,46387;0,27810187777602335
|
||||
0,46414;0,2946441064394534
|
||||
0,4878300000000002;0,31585296319517486
|
||||
0,4879900000000001;0,3253056652885634
|
||||
0,48814;0,33475939708806246
|
||||
0,4883000000000002;0,344212099181451
|
||||
0,50394;0,34889829168984
|
||||
0,51156;0,33942499547424354
|
||||
0,5199600000000002;0,37721623943170046
|
||||
0,5201200000000001;0,386668941525089
|
||||
0,52024;0,39375949780124087
|
||||
0,54291;0,35352476124382626
|
||||
0,55108;0,37713695206120035
|
||||
0,5512400000000002;0,3865896541545889
|
||||
0,5513700000000001;0,3948602536332487
|
||||
0,5664900000000002;0,3676440914295065
|
||||
0,5592900000000001;0,40311128869581103
|
||||
0,5847800000000001;0,3762617018673682
|
||||
0,57454;0,38416572597072873
|
||||
0,59741;0,35574789673616036
|
||||
0,58975;0,36285698772229924
|
||||
0,6056600000000001;0,38408540889411824
|
||||
0,6136300000000001;0,3958817220947566
|
||||
0,6138300000000001;0,4076975997114922
|
||||
0,60612;0,4124445448803943
|
||||
0,62958;0,41947434849603304
|
||||
0,6297400000000002;0,4289270505894216
|
||||
0,6221100000000002;0,43839931709890756
|
||||
0,6222300000000001;0,44548884366894903
|
||||
0,6447100000000001;0,3934382294947989
|
||||
0,64487;0,40289093158818734
|
||||
0,645;0,41116256077295765
|
||||
0,6676200000000001;0,3673835757835776
|
||||
0,66778;0,3768362778769663
|
||||
0,6757500000000001;0,3886315613714941
|
||||
0,67591;0,39808529317099306
|
||||
0,6760600000000001;0,4075379952643816
|
||||
0,67622;0,41699069735777017
|
||||
0,66852;0,42173661282056185
|
||||
0,69913;0,3909350139404386
|
||||
0,6992900000000002;0,40038771603382717
|
||||
0,7072200000000002;0,4098208537111182
|
||||
0,7073800000000001;0,41927355580450687
|
||||
0,7075100000000001;0,42754518498927707
|
||||
0,7240900000000001;0,48894861976410775
|
||||
0,7311500000000002;0,44520876360692274
|
||||
0,7474400000000001;0,4900699697183235
|
||||
0,7476;0,49952267181171206
|
||||
0,7477200000000002;0,5066121983817535
|
||||
0,7623800000000001;0,4522179731003536
|
||||
0,7628900000000001;0,48294028460997684
|
||||
0,78549;0,43797919700586807
|
||||
0,7859500000000001;0,46633730328603384
|
||||
0,7928000000000002;0,4096004966034946
|
||||
0,7929600000000001;0,4190531986968832
|
||||
0,7931100000000002;0,42850590079027173
|
||||
0,8170700000000002;0,46625698620942324
|
||||
0,8172300000000001;0,4757107180089223
|
||||
0,81738;0,48516342010231084
|
||||
0,81752;0,49343401958097055
|
||||
0,8098800000000002;0,5017252131818382
|
||||
0,8404100000000001;0,46619726325502064
|
||||
0,84057;0,4756499653484092
|
||||
0,8407200000000001;0,48510266744179775
|
||||
0,8486400000000001;0,49335370250436017
|
||||
0,86697;0,5039421704375099
|
||||
0,8802100000000002;0,5204504187992969
|
||||
0,88771;0,5038886257197696
|
||||
0,8881800000000002;0,5322467319999352
|
||||
0,92681;0,5156046218437973
|
||||
0,92731;0,5463260066179212
|
||||
0,92745;0,5545972239202472
|
||||
0,94256;0,5273803409222277
|
||||
0,94272;0,5368330430156163
|
||||
0,96056;0,5178802723477612
|
||||
0,9732900000000002;0,5036682686121459
|
||||
0,9737600000000002;0,5320263748923115
|
||||
0,97387;0,539115901462353
|
||||
0,98904;0,5154439876905763
|
||||
0,9892;0,5248966897839649
|
||||
1,00492;0,5343092333390482
|
||||
1,0051100000000002;0,5461257287794501
|
||||
1,02012;0,5130004950906186
|
||||
1,0125000000000002;0,5224737913062151
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||||
1,0277500000000002;0,5035282285811327
|
||||
1,02822;0,5318863348612983
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||||
1,03615;0,5413194725385895
|
||||
1,03642;0,5578617012020195
|
||||
1,05957;0,545985585777826
|
||||
1,05972;0,5554383908418254
|
||||
1,0677;0,5672343951306307
|
||||
1,06004;0,5743441039404358
|
||||
1,0601900000000002;0,5837969090044355
|
||||
1,06035;0,593249714068435
|
||||
1,0604600000000002;0,6003393436090875
|
||||
1,07443;0,503407752966217
|
||||
1,07458;0,5128604550596054
|
||||
1,07474;0,5223131571529942
|
||||
1,07489;0,5317658592463826
|
||||
1,07501;0,5388564155225345
|
||||
1,09889;0,5718807380125477
|
||||
1,1167;0,5505651007331784
|
||||
1,1142800000000002;0,5612061866485691
|
||||
1,12931;0,5292626436920224
|
||||
1,1294700000000002;0,5387153457854109
|
||||
1,13017;0,5812534319411589
|
||||
1,13744;0,5505117619566602
|
||||
1,1454000000000002;0,5611260755131808
|
||||
1,15347;0,5788301215809648
|
||||
1,1615000000000002;0,5941709921254017
|
||||
1,1774300000000002;0,6165814129413385
|
||||
1,17759;0,6260342180053381
|
||||
1,1777000000000002;0,6331238475459906
|
||||
1,1926;0,5929092932283397
|
||||
1,19274;0,6011805105306658
|
||||
1,2000700000000002;0,573983603831188
|
||||
1,20023;0,5834364088951876
|
||||
1,20849;0,6129564355503183
|
||||
1,2008500000000002;0,6212477321217971
|
||||
1,2087800000000002;0,630680457916644
|
||||
1,22448;0,6389116711365813
|
||||
1,242263;0,6164144975808441
|
||||
1,239903;0,6306003467812555
|
||||
1,240214;0,6495060495828047
|
||||
1,232551;0,6566156966102432
|
||||
1,247061;0,5927690472561045
|
||||
1,2549960000000002;0,6022018760215625
|
||||
1,255618;0,6400131683569887
|
||||
1,270711;0,6116146255178679
|
||||
1,270867;0,6210674305818675
|
||||
1,271022;0,6305202356458672
|
||||
1,271333;0,6494259384474163
|
||||
1,2783350000000002;0,6021417411847158
|
||||
1,286698;0,6375698508070697
|
||||
1,2792690000000002;0,6588587775099354
|
||||
1,3030750000000002;0,6871571608356983
|
||||
1,30323;0,696609965899698
|
||||
1,3033860000000002;0,7060627709636975
|
||||
1,303503;0,7131524005043501
|
||||
1,317856;0,6398529460862119
|
||||
1,334505;0,7059826598283092
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||||
1,334622;0,7130722893689616
|
||||
1,351646;0,6444925752842889
|
||||
1,342829;0,7390475527390717
|
||||
1,364807;0,6562752345819035
|
||||
1,37247;0,6491655875544651
|
||||
1,396062;0,6644663510459022
|
||||
1,4120690000000002;0,6916031229085333
|
||||
1,412225;0,701056030943144
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||||
1,4123420000000002;0,7081456604837963
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||||
1,427298;0,6714758694511662
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||||
1,442974;0,6785254434241246
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||||
1,435409;0,6915430910422975
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||||
1,4433440000000002;0,7009759198077554
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||||
1,45904;0,7092070815423872
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||||
1,4666830000000002;0,7009157849709087
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||||
1,474716;0,7162566555153456
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||||
1,498036;0,7150149329168252
|
||||
1,498191;0,7244677379808248
|
||||
1,5210050000000002;0,6925044246669584
|
||||
1,5211800000000002;0,7031388174926316
|
||||
1,52861;0,6818499525721327
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||||
1,5523380000000002;0,7054218818805903
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||||
1,568015;0,7124714558535485
|
||||
1,575133;0,6722769808050504
|
||||
1,5752890000000002;0,68172978586905
|
||||
1,575444;0,6911825909330496
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||||
1,58338;0,7006154196985076
|
||||
1,601766;0,7147479301224008
|
||||
1,632807;0,7099413649697071
|
||||
1,630408;0,7217641416173823
|
||||
1,630564;0,731216946681382
|
||||
1,622862;0,7359633769972289
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||||
1,645229;0,6768231332824263
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||||
1,645384;0,6862759383464259
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||||
1,64554;0,6957287434104255
|
||||
1,661216;0,7027783173833837
|
||||
1,653631;0,7146143772398831
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||||
1,653787;0,7240671823038827
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||||
1,661741;0,7346815988310142
|
||||
1,654098;0,742972895402493
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||||
1,668646;0,6814894524628847
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||||
1,6766200000000002;0,69328545675169
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||||
1,6845560000000002;0,7027182855171479
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||||
1,708595;0,7451959279242159
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||||
1,7008930000000002;0,7499420493282296
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||||
1,7269420000000002;0,7569656747072061
|
||||
1,724719;0,7794225352687214
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||||
1,7248550000000002;0,7876931347473812
|
||||
1,7318950000000002;0,7427726175640219
|
||||
1,742735;0,7711045693089836
|
||||
1,758061;0,7568853576305956
|
||||
1,763481;0,7710510245912433
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||||
1,763598;0,7781405511612848
|
||||
1,786004;0,7213635859404404
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||||
1,808915;0,6953082114349418
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||||
1,809071;0,7047610164989414
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||||
1,809226;0,714213821562941
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||||
1,809382;0,7236666266269406
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||||
1,82533;0,7472586352045509
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||||
1,825447;0,7543481617745924
|
||||
1,825797;0,7756167414847166
|
||||
1,825953;0,7850704732842155
|
||||
1,833888;0,7945025812553963
|
||||
1,849603;0,8039151248104797
|
||||
1,856955;0,7779006296375637
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||||
1,857227;0,7944428583009937
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||||
1,879497;0,7293944698366011
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||||
1,872631;0,7849499976692998
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||||
1,886479;0,6809286745151659
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||||
1,886635;0,6903814795791654
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||||
1,88679;0,6998342846431651
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||||
1,886946;0,7092871926777757
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||||
1,894881;0,7187199184726227
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||||
1,902817;0,7281527472380807
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||||
1,926506;0,7493615010231913
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||||
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||||
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||||
1,942844;0,7965856767167172
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||||
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||||
1,98995;0,8224611615647304
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1,990106;0,8319138636581189
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||||
1,982443;0,8390229546442578
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||||
2,005237;0,8058777446568848
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||||
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||||
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||||
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2,05989;0,8175535822426072
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||||
2,085265;0,7836144688441229
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||||
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||||
2,0988670000000003;0,8221800517965936
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||||
2,113804;0,7843290848847342
|
||||
2,11396;0,7937817869781227
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||||
2,114115;0,8032344890715113
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||||
2,1142510000000003;0,8115061182562815
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||||
2,114582;0,8315936250577873
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2,121273;0,7654030865757492
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2,1214280000000003;0,7748557886691377
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||||
2,1373766;0,7984484150704143
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||||
2,1375322;0,8079011171638029
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||||
2,1379601;0,8338960479206214
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||||
2,1615328000000003;0,8480153781063016
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||||
2,1616884;0,8574680801996901
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||||
2,1618440000000003;0,8669207822930787
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||||
2,1619996;0,8763734843864672
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||||
2,1621552;0,8858272161859663
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||||
2,1623108;0,8952799182793547
|
||||
2,1780454;0,9058735347430564
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||||
2,1704406;0,9165279038672712
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||||
2,1705962000000003;0,9259816356667702
|
||||
2,1707129000000003;0,9330711622368115
|
||||
2,1927297;0,8526614120763853
|
||||
2,1850666000000003;0,8597715327686346
|
||||
2,1852222;0,8692242348620232
|
||||
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||||
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||||
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2,5211520000000003;0,9534387491003439
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2,5273760000000003;0,85889010433814
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2,5279990000000003;0,8967019424178047
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2,535934;0,9061340503889853
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2,5542420000000003;0,9155404157074063
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2,551844;0,9273635012669148
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2,55198;0,9356341007455746
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2,552252;0,9521763294090045
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2,5829630000000003;0,9272831841903043
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2,591365;0,9650744281477611
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2,599417;0,9815970923950936
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2,599572;0,9910497944884823
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2,5997280000000003;1,0005024965818707
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2,606146;0,9177697294364027
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2,622756;0,9815363397345805
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2,622912;0,9909890418279692
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2,6308860000000003;1,0027853550286074
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2,66076;0,927082391498778
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2,654264;1,005088807597552
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2,654381;1,0121783341675934
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2,691957;0,9317294551749722
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2,684294;0,9388385461611111
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2,684411;0,9459280727311525
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2,699309;0,9057139302959458
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2,699465;0,9151666323893345
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2,721909;0,8607528426918372
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2,722104;0,8725687203085728
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2,722259;0,8820214224019614
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2,7224150000000003;0,8914741244953499
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2,723154;0,936375489145056
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2,754312;0,9386583475917927
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2,754467;0,9481110496851812
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2,754623;0,9575637517785698
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2,75474;0,9646532783486113
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2,777107;0,9055131376044196
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2,7772620000000003;0,9149658396978082
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2,7852360000000003;0,9267621528984464
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2,777534;0,9315090980673486
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2,785587;0,9480307326085707
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2,816355;0,926681835821836
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2,869958;0,8745509045710753
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2,8705800000000004;0,91236274265074
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2,8788660000000004;0,9430644600381555
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2,879021;0,9525171621315439
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2,8791770000000003;0,9619698642249325
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2,879624;0,9891468975964799
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2,882445;1,0029253950596206
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2,894892;0,9713824077800158
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2,895048;0,9808361395795148
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||||
2,9098680000000003;0,9358946163915035
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2,910024;0,9453473184848921
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2,9101790000000003;0,9548000205782806
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||||
2,910335;0,9642527226716692
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||||
2,9133560000000003;0,9902414751918254
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2,910938;1,0008824581366051
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||||
2,9183090000000003;0,9760490358723074
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||||
2,942893;1,0516119593711237
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||||
2,943029;1,0598825588497836
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2,9587250000000003;1,0681140294962483
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||||
2,9727870000000003;0,9770900687499127
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||||
2,9651430000000003;0,9853822920568907
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2,965299;0,9948349941502792
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2,9654160000000003;1,0019245207203207
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||||
2,9759830000000003;1,0137136259781863
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2,973585;1,0255367115376945
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2,9737400000000003;1,034989413631083
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2,974051;1,0538948178178602
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2,974207;1,063347519911249
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3,006558;0,9805488515747157
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||||
3,007012;1,0081192326804325
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||||
2,996807;1,01838643230714
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||||
2,996963;1,0278391344005287
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||||
2,997118;1,0372918364939172
|
||||
2,997274;1,0467455682934161
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2,9974290000000003;1,0561982703868047
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||||
2,997585;1,0656509724801932
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||||
3,011511;0,9663564122551977
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||||
3,019757;0,9946939244131556
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3,035161;0,9852010637814619
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3,027693;1,0041270620904468
|
||||
3,027809;1,0112165886604882
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||||
3,050838;0,9922514615193084
|
||||
3,058345;0,9756886387336706
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||||
3,066319;0,9874849519343089
|
||||
3,0820540000000003;0,9980785683980106
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||||
3,082229;1,008713373106128
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3,074605;1,0181866693217243
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||||
3,0747210000000003;1,0252761958917658
|
||||
3,097516;0,9921309859043926
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3,11327;1,0039067049828232
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||||
3,1134060000000003;1,0121783341675934
|
||||
3,131267;0,994407666114467
|
||||
3,131734;1,0227657723946326
|
||||
3,144467;1,008552738952907
|
||||
3,151936;0,9896277703500324
|
||||
3,159871;0,9990598783212131
|
||||
3,160182;1,0179663122141007
|
||||
3,160318;1,0262369116927603
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||||
3,175586;1,0084734515824068
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3,189609;0,9150863153127239
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3,19099;0,998980590950713
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3,183521;1,0179055595535875
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||||
3,1836770000000003;1,027358261646976
|
||||
3,183794;1,034448817923128
|
||||
3,197525;0,9233373503752863
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||||
3,197681;0,9327900524686749
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||||
3,197836;0,9422427545620635
|
||||
3,197992;0,9516964863615625
|
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3,198147;0,961149188454951
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3,198303;0,9706018905483396
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||||
3,206277;0,9823982037489778
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3,206433;0,9918509058423663
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3,206647;1,0048478563677203
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||||
3,2305900000000003;1,0414178688782536
|
||||
3,23074;1,0508705709716422
|
||||
3,2309;1,0603232730650307
|
||||
3,2310600000000003;1,0697759751584193
|
||||
3,2534400000000003;1,0118179370289566
|
||||
3,26871;0,9940534472124926
|
||||
3,26887;1,003506149305881
|
||||
3,2691800000000004;1,0224115534926583
|
||||
3,2758700000000003;0,9562220447167304
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||||
3,27602;0,965674746810119
|
||||
3,27618;0,9751274489035076
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||||
3,28411;0,9845605865807987
|
||||
3,28458;1,0129186928609644
|
||||
3,29983;0,9939731301358821
|
||||
3,29998;1,0034258322292706
|
||||
3,3003;1,022332266122158
|
||||
3,29263;1,029441357108297
|
||||
3,30745;0,984500863626396
|
||||
3,30792;1,0128589699065618
|
||||
|
637
data/processed/MEM_1M_B.csv
Normal file
637
data/processed/MEM_1M_B.csv
Normal file
|
|
@ -0,0 +1,637 @@
|
|||
Time;I_norm
|
||||
-6,48236;0,8603587301873501
|
||||
0,0;0,8786841837516636
|
||||
0,0001600000000001;0,8970096373159762
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||||
0,0003099999999998;0,9153350908802897
|
||||
0,0007800000000006;0,9703114515732285
|
||||
0,0009000000000005;0,9840655229303215
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||||
0,0011700000000001;1,0161250854840105
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||||
0,0091000000000001;1,0344106143128888
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||||
0,0092600000000002;1,0527360678772024
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0,0094000000000002;1,0687858115217639
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||||
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|
||||
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|
||||
0,0463700000000004;0,8417937282104323
|
||||
0,0543000000000004;0,8600792570393108
|
||||
0,0544600000000006;0,8784047106036242
|
||||
0,0546199999999998;0,8967301641679368
|
||||
0,0547700000000004;0,915075580099967
|
||||
0,0549300000000005;0,9334010336642796
|
||||
0,0550800000000002;0,9517264872285922
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||||
0,0552400000000004;0,9700519407929057
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||||
0,05539;0,9883773943572184
|
||||
0,0555500000000002;1,0067028479215319
|
||||
0,0634500000000004;1,0203970321754732
|
||||
0,0869800000000005;1,0431940561084203
|
||||
0,1031599999999999;1,1164160208948033
|
||||
0,10332;1,1347414744591167
|
||||
0,1034700000000006;1,1530669280234294
|
||||
0,1036299999999998;1,171392381587743
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||||
0,1037500000000006;1,185146452944836
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||||
0,1103200000000006;1,0430742819021177
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||||
0,1263500000000004;1,097970793124188
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||||
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||||
0,1331500000000005;0,9834067647956568
|
||||
0,1564900000000006;0,9832869905893542
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||||
0,1717000000000004;0,9419648894149225
|
||||
0,1718600000000005;0,960290342979236
|
||||
0,17863;0,8411349700757675
|
||||
0,1787800000000006;0,8594604236400802
|
||||
0,1789399999999998;0,8777858772043928
|
||||
0,1790700000000002;0,8938356208489544
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||||
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||||
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||||
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||||
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||||
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||||
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|
||||
0,2025899999999998;0,9143369724944339
|
||||
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|
||||
0,2250900000000006;0,8157029136041607
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||||
0,2404600000000005;0,7927262283617601
|
||||
0,2481;0,776656522349481
|
||||
0,2583200000000003;0,7582711816820167
|
||||
0,2631100000000002;0,7124375854035171
|
||||
0,2632700000000003;0,7307630389678306
|
||||
0,27074;0,6940722071037704
|
||||
0,2861400000000005;0,6756669040685883
|
||||
0,2869200000000003;0,7672941718901533
|
||||
0,2940800000000001;0,6939524328974678
|
||||
0,2948599999999999;0,7855797007190326
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||||
0,2950100000000004;0,8039051542833452
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||||
0,2951300000000003;0,8176592256404382
|
||||
0,3087;0,5839198620407209
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||||
0,31691;0,6342849157910059
|
||||
0,31705;0,6503146970678508
|
||||
0,34056;0,6708160487133294
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||||
0,3482600000000007;0,6616133971957385
|
||||
0,3506600000000004;0,6386965990564887
|
||||
0,36599;0,6111285692391509
|
||||
0,3721500000000004;0,7256327104645314
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||||
0,3793800000000003;0,6614536982540017
|
||||
0,3795400000000004;0,6797791518183152
|
||||
0,3796900000000001;0,6981046053826279
|
||||
0,3798500000000002;0,7164300589469403
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||||
0,38131;0,5835605394218132
|
||||
0,38178;0,6385369001147518
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||||
0,39311;0,44605975058631464
|
||||
0,3932700000000002;0,4643852041506281
|
||||
0,3934199999999999;0,4827106577149407
|
||||
0,39358;0,5010361112792534
|
||||
0,3937400000000002;0,5193615648435668
|
||||
0,3938899999999998;0,5376870184078795
|
||||
0,39405;0,5560124719721931
|
||||
0,3945100000000003;0,6109888326651317
|
||||
0,4097600000000003;0,5742580760656372
|
||||
0,4099200000000005;0,5925835296299498
|
||||
0,41019;0,6246430921836388
|
||||
0,4173100000000005;0,5467299709837337
|
||||
0,4178500000000005;0,6108690584588282
|
||||
0,4242300000000005;0,4459000516445778
|
||||
0,4243500000000004;0,4596341606339541
|
||||
0,4422300000000003;0,4274747862416792
|
||||
0,4479199999999999;0,48702252914183763
|
||||
0,455;0,40451806336699525
|
||||
0,4556200000000006;0,4778198776242476
|
||||
0,4573999999999998;0,3815813028600289
|
||||
0,4580200000000003;0,45488311711728024
|
||||
0,4637500000000001;0,5190022422246582
|
||||
0,4733499999999999;0,42733504966766
|
||||
0,4739599999999999;0,49909976161069347
|
||||
0,47764;0,3219337481212846
|
||||
0,4779900000000001;0,3631560374571303
|
||||
0,4781500000000003;0,3814814910214429
|
||||
0,4782999999999999;0,3998069445857565
|
||||
0,4787699999999999;0,45478330527869515
|
||||
0,4866999999999999;0,4730688341075736
|
||||
0,5024199999999999;0,49131443820101783
|
||||
0,5178600000000007;0,47750047974077303
|
||||
0,5207000000000006;0,5065058000337437
|
||||
0,5396800000000006;0,2987175144662779
|
||||
0,5398399999999999;0,3170429680305914
|
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2,35023;0,037689594197263254
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2,41216;0,0007192891851635075
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||||
2,436;0,06016722024673593
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2,4362700000000004;0,09222678280042484
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||||
2,5523900000000004;0,02293740445431347
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||||
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|
||||
2,56001;0,004572026154566644
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||||
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||||
2,5905500000000004;-0,0643181048372019
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||||
2,6133;-0,1331483487258196
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
2,7261200000000003;0,020541920328259855
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||||
2,7388700000000004;-0,0054890071748598945
|
||||
2,7468000000000004;0,012796521654018456
|
||||
2,74696;0,031121975218331932
|
||||
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||||
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||||
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||||
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|
||||
2,7477;0,11817786083267634
|
||||
|
535
data/processed/MEM_1M_R.csv
Normal file
535
data/processed/MEM_1M_R.csv
Normal file
|
|
@ -0,0 +1,535 @@
|
|||
Time;I_norm
|
||||
-2,28088;-0,03251125365685703
|
||||
0,0;-0,054208862493912324
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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|
||||
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||||
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||||
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||||
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||||
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|
||||
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||||
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|
||||
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||||
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|
||||
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||||
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|
||||
0,6981999999999999;0,8605590996660861
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||||
0,69831;0,8790571850191146
|
||||
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|
||||
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|
||||
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|
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0,8020800000000001;0,8845420824203031
|
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|
||||
0,79202;0,9339599325349339
|
||||
0,79217;0,9586419708402822
|
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2,947169;0,9441768982822466
|
||||
2,947325;0,9688589365875948
|
||||
2,947481;0,993540974892943
|
||||
2,947636;1,0182230131982926
|
||||
2,9633510000000003;1,0427975044957745
|
||||
2,963507;1,0674795428011228
|
||||
2,978327;0,9501188704668676
|
||||
2,978483;0,9748009087722159
|
||||
2,978638;0,9994829470775641
|
||||
2,978794;1,0241649853829136
|
||||
2,994548;1,0549234296327152
|
||||
2,994684;1,0765134914619043
|
||||
3,009835;1,0116357589664722
|
||||
3,0099910000000003;1,0363177972718216
|
||||
3,0026390000000003;1,1042337327394798
|
||||
3,002795;1,1289157710448292
|
||||
3,002911;1,1474407431498237
|
||||
3,025706;1,0608922885693035
|
||||
3,0409930000000003;1,0175777311510932
|
||||
3,041149;1,0422597694564426
|
||||
3,05899;0,9927881458378787
|
||||
3,063788;0,9310561633225403
|
||||
3,063944;0,9557382016278885
|
||||
3,072151;1,0235465900876815
|
||||
3,072326;1,0513206048691903
|
||||
3,090641;1,0769167927414036
|
||||
3,118869;1,0294079020164022
|
||||
3,119024;1,0540899403217505
|
||||
3,1114;1,0788257521310332
|
||||
3,15297;1,0908979037640407
|
||||
3,142714;1,1094766493729697
|
||||
3,150805;1,158786952479733
|
||||
3,157651;1,0106409491437078
|
||||
3,15839;1,1278671877181305
|
||||
3,17286;0,954985372572824
|
||||
3,1879530000000003;0,8808317106489105
|
||||
3,188109;0,90551374895426
|
||||
3,196005;0,9239849475553212
|
||||
3,219461;0,9423485991485162
|
||||
3,219617;0,9670306374538657
|
||||
3,249958;0,8434053519113893
|
||||
3,250113;0,8680873902167375
|
||||
3,2502690000000003;0,8927694285220859
|
||||
3,250425;0,9174514668274353
|
||||
3,26645;0,9913900347356149
|
||||
3,26661;1,0160720730409631
|
||||
3,29026;1,0652748291398615
|
||||
3,29037;1,083799801244856
|
||||
3,32342;0,978672601055408
|
||||
3,32103;1,0095385923130773
|
||||
3,31332;1,0219333849696839
|
||||
|
396
data/processed/MEM_4M_B.csv
Normal file
396
data/processed/MEM_4M_B.csv
Normal file
|
|
@ -0,0 +1,396 @@
|
|||
Time;I_norm
|
||||
-6,4598;0,9731675339615783
|
||||
0,0;0,9859938197407178
|
||||
0,0001200000000007;0,9956275365704645
|
||||
0,03167;1,0308718174723135
|
||||
0,0317800000000003;1,0405195367974522
|
||||
0,0540700000000002;0,95366205788042
|
||||
0,0620100000000007;0,9664883436595592
|
||||
0,0621600000000004;0,9793426344294828
|
||||
0,0623200000000006;0,9921969251994064
|
||||
0,0624700000000002;1,0050512159693297
|
||||
0,0626300000000004;1,0179055067392533
|
||||
0,0549700000000008;1,0275812310551762
|
||||
0,0551200000000005;1,0404355218250998
|
||||
0,0931300000000003;0,9663903261918148
|
||||
0,09328;0,9792446169617384
|
||||
0,0934400000000001;0,9920989077316617
|
||||
0,0935900000000007;1,0049531985015854
|
||||
0,09375;1,017807489271509
|
||||
0,0939000000000005;1,0306617800414324
|
||||
0,0940200000000004;1,0402954968711788
|
||||
0,1074400000000004;0,8634999900508582
|
||||
0,1076000000000005;0,8763542808207818
|
||||
0,1077500000000002;0,8892085715907054
|
||||
0,1079100000000004;0,9020628623606288
|
||||
0,10806;0,9149171531305524
|
||||
0,1082200000000002;0,9277714439004761
|
||||
0,1083800000000003;0,9406257346703993
|
||||
0,10853;0,953480025440323
|
||||
0,1242500000000008;0,9662783062286783
|
||||
0,1244000000000005;0,9791325969986016
|
||||
0,1245600000000006;0,9919868877685252
|
||||
0,1247100000000003;1,0048411785384488
|
||||
0,1248700000000004;1,0176954693083724
|
||||
0,1250200000000001;1,0305497600782958
|
||||
0,1251600000000001;1,041793763878131
|
||||
0,1175600000000001;1,056286346608927
|
||||
0,1177100000000006;1,0691378368797722
|
||||
0,14053;0,8119568045126355
|
||||
0,1381300000000003;0,8280316692227361
|
||||
0,1384100000000003;0,8505336793177982
|
||||
0,13856;0,8633879700877218
|
||||
0,1387200000000001;0,876242260857645
|
||||
0,1388700000000007;0,8890965516275686
|
||||
0,1391600000000004;0,9131948461973273
|
||||
0,1315600000000003;0,9276874289281233
|
||||
0,1317100000000008;0,9405417196980469
|
||||
0,1318700000000001;0,9533960104679705
|
||||
0,1550800000000007;0,7283479045265644
|
||||
0,1526800000000001;0,7444227692366647
|
||||
0,1528400000000003;0,7572770600065885
|
||||
0,1529900000000008;0,7701313507765117
|
||||
0,1531500000000001;0,7829856415464354
|
||||
0,1532800000000005;0,7942436478416623
|
||||
0,1468100000000003;0,9019228374067082
|
||||
0,1826100000000003;0,6463072840244055
|
||||
0,17544;0,6961421651247952
|
||||
0,1755900000000005;0,7089964558947188
|
||||
0,1757100000000004;0,7186301727244653
|
||||
0,1980000000000004;0,631786696302825
|
||||
0,21537;0,567445229976247
|
||||
0,2129700000000003;0,5835340971817395
|
||||
0,2131300000000004;0,5963883879516632
|
||||
0,2132900000000006;0,6092426787215868
|
||||
0,2134400000000003;0,62209696949151
|
||||
0,2201700000000004;0,5352955005560465
|
||||
0,2203300000000005;0,5481497913259696
|
||||
0,2213800000000008;0,6349232552706495
|
||||
0,2349500000000004;0,47096803672486043
|
||||
0,2351100000000006;0,4838223274947837
|
||||
0,2352200000000008;0,49347004681992257
|
||||
0,2573200000000009;0,39055170568818187
|
||||
0,2574700000000005;0,4034059964581055
|
||||
0,2576300000000007;0,41626028722802877
|
||||
0,2577900000000008;0,4291145779979524
|
||||
0,2579400000000005;0,441968868767876
|
||||
0,2581000000000006;0,4548231595377996
|
||||
0,2503900000000003;0,46127830991354535
|
||||
0,2884800000000007;0,39364625716983015
|
||||
0,2886300000000004;0,40650054793975376
|
||||
0,2887700000000004;0,4177585542349809
|
||||
0,2811600000000007;0,4322371344703848
|
||||
0,28132;0,4450914252403084
|
||||
0,2814700000000005;0,45794571601023204
|
||||
0,2816300000000007;0,4708000067801553
|
||||
0,2817900000000009;0,48365429755007894
|
||||
0,2819400000000005;0,49650858832000255
|
||||
0,2821000000000007;0,5093628790899258
|
||||
0,2822500000000003;0,5222311723552415
|
||||
0,3035700000000005;0,3550413773738835
|
||||
0,3037300000000007;0,3678956681438068
|
||||
0,3038800000000003;0,3807499589137304
|
||||
0,3118200000000009;0,3935762446928699
|
||||
0,3119700000000005;0,4064305354627932
|
||||
0,3120900000000004;0,41606425229253996
|
||||
0,3370500000000005;0,33563391876046933
|
||||
0,3268300000000002;0,34853021701656917
|
||||
0,3520600000000007;0,2905878910841686
|
||||
0,3418500000000009;0,30348418934026844
|
||||
0,3420000000000005;0,31633848011019206
|
||||
0,3795000000000001;0,20050983822695956
|
||||
0,3796600000000003;0,21336412899688317
|
||||
0,3798100000000008;0,2262184197668068
|
||||
0,3799700000000001;0,23907271053673007
|
||||
0,3801200000000007;0,2519270013066537
|
||||
0,3802800000000008;0,2647812920765773
|
||||
0,3804300000000005;0,2776355828465006
|
||||
0,3805900000000006;0,2904898736164242
|
||||
0,3807300000000007;0,30173387741625923
|
||||
0,3990500000000008;0,31612844267931084
|
||||
0,3966500000000001;0,33221730988480336
|
||||
0,3968100000000003;0,345071600654727
|
||||
0,3969700000000005;0,3579258914246506
|
||||
0,3971;0,3691698952244856
|
||||
0,4111600000000006;0,2453878359585553
|
||||
0,4113200000000008;0,2582421267284789
|
||||
0,4114700000000004;0,2710964174984025
|
||||
0,4116300000000006;0,28395070826832614
|
||||
0,4117900000000007;0,2968049990382494
|
||||
0,4274400000000007;0,3047864214117314
|
||||
0,4417400000000002;0,2002857983006866
|
||||
0,4418900000000008;0,21314008907060988
|
||||
0,44205;0,2259943798405335
|
||||
0,4422000000000006;0,23884867061045711
|
||||
0,4345800000000004;0,25173096637116454
|
||||
0,4347400000000005;0,26458525714108816
|
||||
0,4348900000000002;0,2774395479110118
|
||||
0,4350500000000004;0,2902938386809354
|
||||
0,4353600000000002;0,3160024202207823
|
||||
0,4354800000000001;0,32565013954592104
|
||||
0,4729300000000007;0,20661492621790378
|
||||
0,47309;0,21946921698782706
|
||||
0,4732500000000001;0,23232350775775068
|
||||
0,4733600000000004;0,24195722458749747
|
||||
0,4803300000000003;0,17445119430231082
|
||||
0,5041100000000007;0,21131976466964042
|
||||
0,4965100000000007;0,22581234740043643
|
||||
0,5351500000000007;0,2047805993215419
|
||||
0,5506200000000003;0,19670115948031552
|
||||
0,5743800000000006;0,23195944287755677
|
||||
0,5972400000000002;0,1917162711207374
|
||||
0,6126600000000009;0,1804162573393342
|
||||
0,6205600000000002;0,1900219691782965
|
||||
0,6353800000000005;0,12891507928728763
|
||||
0,6433100000000005;0,14174136506642687
|
||||
0,6434700000000007;0,15459565583635038
|
||||
0,6436200000000003;0,167449946606274
|
||||
0,6359600000000007;0,1771116684268046
|
||||
0,6747400000000008;0,1673379266431373
|
||||
0,6748800000000008;0,17858193044297255
|
||||
0,6672300000000009;0,18985393923359173
|
||||
0,6898300000000006;0,12871904435179848
|
||||
0,6899900000000008;0,1415733351217221
|
||||
0,69015;0,15442762589164571
|
||||
0,7058200000000001;0,16401933523521595
|
||||
0,71286;0,10292644783959892
|
||||
0,7130200000000002;0,11578073860952254
|
||||
0,7209500000000002;0,128607024388662
|
||||
0,7211100000000004;0,1414613151585853
|
||||
0,72126;0,1543156059285089
|
||||
0,7369400000000006;0,16390731527207947
|
||||
0,7546700000000008;0,1284950044255252
|
||||
0,7522500000000001;0,1429595821655374
|
||||
0,7446000000000002;0,15423159095615657
|
||||
0,7857900000000004;0,12838298446238872
|
||||
0,7833900000000007;0,14445784917248916
|
||||
0,7756800000000004;0,1509129995482349
|
||||
0,8017200000000004;0,15939851175583175
|
||||
0,7914800000000008;0,1701384257215519
|
||||
0,8060600000000004;0,08975009967565784
|
||||
0,8062200000000006;0,10260439044558112
|
||||
0,8063800000000008;0,11545868121550473
|
||||
0,8143100000000008;0,1282849669946443
|
||||
0,81447;0,14113925776456793
|
||||
0,8301800000000004;0,15393753855292291
|
||||
0,8303000000000003;0,16358525787806177
|
||||
0,8454300000000003;0,12817294703150783
|
||||
0,8455900000000005;0,14102723780143112
|
||||
0,8535200000000005;0,15385352358057058
|
||||
0,8789700000000007;0,11412844415325774
|
||||
0,8917200000000003;0,09586919016199391
|
||||
0,9074300000000006;0,1086814734457413
|
||||
0,9075700000000008;0,11992547724557634
|
||||
0,8999700000000006;0,13441805997637235
|
||||
0,9228400000000008;0,0957711726942494
|
||||
0,9385100000000008;0,10534887954242766
|
||||
0,9539600000000004;0,09565915273111292
|
||||
0,9696500000000006;0,10684714654937977
|
||||
0,9850800000000008;0,0955471327679761
|
||||
1,0007900000000003;0,10834541355633154
|
||||
1,0009500000000005;0,12119970432625515
|
||||
1,0011;0,13405399509617844
|
||||
1,0161600000000002;0,09222854136005487
|
||||
1,0470800000000002;0,07605565918221002
|
||||
1,0472400000000004;0,0889099499521333
|
||||
1,0629500000000007;0,10170823074048863
|
||||
1,06311;0,11456252151041224
|
||||
1,0632400000000004;0,12580652531024727
|
||||
1,07824;0,07915021066385797
|
||||
1,0783900000000006;0,09200450143378158
|
||||
1,0941300000000007;0,10641306919222526
|
||||
1,1093600000000006;0,07903819070072149
|
||||
1,1095500000000005;0,09511305541082193
|
||||
1,1174500000000007;0,10473276974517665
|
||||
1,1404400000000008;0,07571959929280025
|
||||
1,1406100000000006;0,09018417703281212
|
||||
1,1715400000000002;0,07401129485496716
|
||||
1,1639300000000006;0,0884898750903711
|
||||
1,1640500000000005;0,09813759441550995
|
||||
1,1788700000000008;0,03701670202910878
|
||||
1,1868100000000004;0,049856990303640325
|
||||
1,18696;0,06271128107356394
|
||||
1,2026400000000006;0,0722889879217421
|
||||
1,2103000000000002;0,06262726610121128
|
||||
1,2183900000000003;0,08830784265027436
|
||||
1,2185500000000005;0,10116213342019764
|
||||
1,2264800000000005;0,11398841919933711
|
||||
1,2412600000000005;0,04966095536815118
|
||||
1,2492;0,06248724114729065
|
||||
1,2415800000000008;0,07536953690799841
|
||||
1,2417300000000004;0,0882238276779217
|
||||
1,2418500000000003;0,09785754450766837
|
||||
1,2827600000000006;0,04952093041423056
|
||||
1,2725000000000009;0,05919665473015312
|
||||
1,2830700000000004;0,07522951195407745
|
||||
1,2728100000000009;0,08490523627000035
|
||||
1,30335;0,0365826246719545
|
||||
1,3113200000000005;0,05262948439127091
|
||||
1,34506;0,05464584372772929
|
||||
1,3348200000000006;0,06539976018884186
|
||||
1,3734800000000007;0,04597829908003592
|
||||
1,3963200000000002;0,00412484035312799
|
||||
1,3964300000000005;0,013758557182874664
|
||||
1,4380400000000009;0,023266251554092565
|
||||
1,43562;0,03773082929410454
|
||||
1,4581600000000003;-0,028234926497953783
|
||||
1,4661000000000008;-0,015408640718814759
|
||||
1,46626;-0,0025543499488911436
|
||||
1,4664100000000009;0,010299940821032472
|
||||
1,4665700000000008;0,023154231590956087
|
||||
1,4667200000000005;0,03600852236087937
|
||||
1,4668800000000006;0,048862813130802984
|
||||
1,4670300000000005;0,0617171039007266
|
||||
1,4671900000000004;0,07458539716604196
|
||||
1,4673200000000008;0,08582940096587732
|
||||
1,4597200000000008;0,10030798120128126
|
||||
1,4972600000000007;-0,012300086741774408
|
||||
1,4974100000000004;0,0005542040281493188
|
||||
1,4975700000000003;0,013408494798072934
|
||||
1,4977200000000002;0,026262785567996216
|
||||
1,4978600000000002;0,03750678936783147
|
||||
1,4980400000000005;0,05197136710784345
|
||||
1,4903700000000004;0,06164709142376601
|
||||
1,52822;-0,02526639747483439
|
||||
1,5283800000000003;-0,012412106704910775
|
||||
1,5285300000000008;0,00044218406501272955
|
||||
1,52869;0,013296474834936123
|
||||
1,5288400000000006;0,026150765604859738
|
||||
1,5289600000000003;0,035798484929998486
|
||||
1,5523800000000003;0,04214161534260774
|
||||
1,5603100000000003;0,05496790112174699
|
||||
1,5604700000000005;0,0678221918916706
|
||||
1,5605800000000007;0,07746991121680935
|
||||
1,5912400000000009;0,03879501894390203
|
||||
1,6249100000000007;0,03546242504058872
|
||||
1,6224700000000007;0,048330718305904075
|
||||
1,62955;-0,009541595149535897
|
||||
1,6297100000000002;0,003312695620387829
|
||||
1,6376400000000002;0,016138981399526964
|
||||
1,6559500000000007;0,028923259692490322
|
||||
1,65355;0,04499812440259077
|
||||
1,6458900000000003;0,05467384871851366
|
||||
1,68698;0,021319904694594216
|
||||
1,6767800000000008;0,03528039260049165
|
||||
1,6769300000000005;0,048134683370415265
|
||||
1,6770500000000004;0,05776840020016172
|
||||
1,70216;-0,009807642561985297
|
||||
1,6997600000000004;0,006281224643507222
|
||||
1,7155200000000006;0,02228607687664741
|
||||
1,7226800000000004;-0,029159091193830866
|
||||
1,72283;-0,01630480042390725
|
||||
1,7229900000000002;-0,0034505096539836355
|
||||
1,7231400000000008;0,009403781115939647
|
||||
1,7466800000000005;0,02539463085368776
|
||||
1,7472200000000004;0,07038464854841997
|
||||
1,7698200000000002;0,009249753666626948
|
||||
1,777760000000001;0,022076039445766193
|
||||
1,7778900000000002;0,03332004324560156
|
||||
1,8089500000000005;0,0283911648675913
|
||||
1,80907;0,03802488169733809
|
||||
1,8400700000000008;0,028279144904454823
|
||||
1,8469200000000008;-0,04887460470587035
|
||||
1,8470700000000004;-0,03602031393594696
|
||||
1,8472300000000008;-0,023166023166023342
|
||||
1,8473900000000008;-0,010311732396099726
|
||||
1,8475400000000004;0,002542558373823778
|
||||
1,8555200000000005;0,018589418093139853
|
||||
1,8583700000000007;0,03999923354762058
|
||||
1,8865200000000009;0,008829678804864849
|
||||
1,8866700000000003;0,02168396957478813
|
||||
1,8868100000000003;0,03294197587001524
|
||||
1,9177100000000005;0,01515880672208203
|
||||
1,9178700000000009;0,028013097492005423
|
||||
1,9180100000000009;0,03925710129184068
|
||||
1,9513500000000008;0,00860563887859156
|
||||
1,9489300000000007;0,023084219113995497
|
||||
1,9412900000000004;0,03435622790461501
|
||||
1,94144;0,04721051867453829
|
||||
1,9416;0,06006480944446191
|
||||
1,94172;0,06969852627420836
|
||||
1,9563000000000008;-0,010689799771685715
|
||||
1,98001;0,01975162521068219
|
||||
2,00251;-0,04942070202616122
|
||||
2,00267;-0,03656641125623761
|
||||
2,0028300000000003;-0,023712120486313992
|
||||
2,002980000000001;-0,010857829716390821
|
||||
2,00314;0,0019964610535327942
|
||||
2,01107;0,014822746832672262
|
||||
2,0421900000000006;0,014724729364927525
|
||||
2,0423500000000008;0,02757902013485114
|
||||
2,0425000000000004;0,040433310904774755
|
||||
2,0574400000000006;-0,011039862156487557
|
||||
2,0575900000000003;0,0018144286134360588
|
||||
2,07329;0,013002422431702798
|
||||
2,06569;0,02749500516249881
|
||||
2,065840000000001;0,040349295932422424
|
||||
2,0659600000000005;0,04998301276216888
|
||||
2,0807800000000007;-0,011123877128839998
|
||||
2,088730000000001;0,003312695620387829
|
||||
2,12258;0,014430676961694311
|
||||
2,1123600000000007;0,027326975217793703
|
||||
2,1124800000000006;0,03697469454293256
|
||||
2,15097;0,0030886556941145393
|
||||
2,1687900000000004;-0,024286222797389234
|
||||
2,1663900000000007;-0,008211358087288678
|
||||
2,1821100000000007;0,004586922701066309
|
||||
2,1998300000000004;-0,03082538814548763
|
||||
2,1974400000000003;-0,014750523435387297
|
||||
2,197590000000001;-0,0018962326654636819
|
||||
2,21333;0,012512335092979998
|
||||
2,2313400000000003;0,001198318816184707
|
||||
2,2212400000000008;0,023728333902030885
|
||||
2,25971;-0,011753989421483313
|
||||
2,2598700000000003;0,0011003013484403024
|
||||
2,2600000000000007;0,012344305148275336
|
||||
2,2679600000000004;0,026780877897503053
|
||||
2,2681200000000006;0,03963516866742667
|
||||
2,2905200000000008;-0,03757459092446713
|
||||
2,29103;0,004208855325480321
|
||||
2,2981500000000006;-0,05045688668517467
|
||||
2,3218900000000007;-0,01679488776263005
|
||||
2,3221300000000005;0,002486548392255261
|
||||
2,3531500000000003;-0,005648901430539421
|
||||
2,353300000000001;0,007205389339384194
|
||||
2,35346;0,02005968010930781
|
||||
2,37115;-0,018573204677423405
|
||||
2,3838800000000004;-0,03789664831848483
|
||||
2,384340000000001;0,000666223991285797
|
||||
2,384480000000001;0,011910227791120831
|
||||
2,384620000000001;0,023154231590956087
|
||||
2,407260000000001;-0,03476008935066033
|
||||
2,4181100000000004;0,004838967618123746
|
||||
2,42293;-0,02518238250248217
|
||||
2,4308700000000005;-0,01235609672334248
|
||||
2,4388000000000005;0,00047018905579687686
|
||||
2,4389600000000007;0,013324479825720159
|
||||
2,4539000000000004;-0,03814869323554215
|
||||
2,4540500000000005;-0,025294402465618537
|
||||
2,4619700000000004;-0,014064401161175688
|
||||
2,4777400000000003;0,003550738042053192
|
||||
2,4960900000000006;0,019555590275193047
|
||||
2,49373;0,03885102892547032
|
||||
2,5010400000000006;0,000260151624915661
|
||||
2,5241900000000004;-0,015898728057537115
|
||||
2,5399200000000004;-0,0014901602990935459
|
||||
2,5475600000000003;-0,012762169089712616
|
||||
2,5582500000000006;0,012918407459350134
|
||||
2,5479900000000004;0,02259413177527303
|
||||
2,5867000000000004;0,006379242111251959
|
||||
2,5868100000000003;0,016026961436390486
|
||||
2,61019;0,019163520404214984
|
||||
2,610310000000001;0,02879723723396177
|
||||
2,6486400000000003;-0,017929089889387795
|
||||
2,6410400000000003;-0,0034505096539836355
|
||||
2,6823400000000004;-0,019665399318004928
|
||||
2,6955000000000005;-0,003632542094080815
|
||||
2,71336;-0,027268754315901145
|
||||
2,7031600000000005;-0,01330826641000371
|
||||
2,7261100000000003;-0,04552800830716497
|
||||
2,7340500000000003;-0,0327017225280255
|
||||
2,7342000000000004;-0,019847431758101886
|
||||
2,734360000000001;-0,006993140988178492
|
||||
2,73451;0,005861149781745123
|
||||
2,7346700000000004;0,01871544055166874
|
||||
2,7348200000000005;0,031569731321592354
|
||||
2,7349400000000004;0,04121745064673077
|
||||
|
471
data/processed/MEM_4M_R.csv
Normal file
471
data/processed/MEM_4M_R.csv
Normal file
|
|
@ -0,0 +1,471 @@
|
|||
Time;I_norm
|
||||
-2,26169;-0,010775428086100103
|
||||
0,0;0,008079781126353547
|
||||
0,0231799999999999;-0,010940102402366536
|
||||
0,0542600000000002;-0,01581857902174577
|
||||
0,04664;0,0031189673488414282
|
||||
0,06963;-0,03953168056404599
|
||||
0,10081;-0,032594774991342
|
||||
0,1087199999999999;-0,016106759075211308
|
||||
0,1239700000000003;-0,05398185181638526
|
||||
0,1470600000000002;-0,08479653324765568
|
||||
0,1782300000000001;-0,07788021196448502
|
||||
0,1783900000000002;-0,05898383417296427
|
||||
0,1707300000000002;-0,044760090105490535
|
||||
0,2016500000000003;-0,0685555288059243
|
||||
0,2175199999999999;-0,030845110381015894
|
||||
0,2176800000000001;-0,011948732589495581
|
||||
0,2256100000000001;0,006906476622958624
|
||||
0,2335500000000001;0,02578227012494605
|
||||
0,2414800000000001;0,04463747933739981
|
||||
0,2421100000000002;0,12022299050348206
|
||||
0,23448;0,13916053687406926
|
||||
0,2346400000000001;0,1580569146655899
|
||||
0,2726600000000001;0,05155380062057102
|
||||
0,2728700000000001;0,0775311740115282
|
||||
0,2730300000000001;0,09642755180304896
|
||||
0,27319;0,11532392959456961
|
||||
0,2877100000000001;-0,00993147221523727
|
||||
0,2801500000000001;0,016087069754786798
|
||||
0,2889400000000002;0,13887235682060362
|
||||
0,29641;0,10103843265849621
|
||||
0,2965600000000001;0,11993481045001686
|
||||
0,2968400000000002;0,15301376372994435
|
||||
0,2971100000000002;0,18607213272033862
|
||||
0,3050400000000002;0,20492734193279283
|
||||
0,3208000000000002;0,22847576915882672
|
||||
0,3131000000000001;0,23796512663365377
|
||||
0,3365500000000001;0,25200361209532796
|
||||
0,33671;0,2708999898868487
|
||||
0,3368400000000002;0,28744975867157896
|
||||
0,3441800000000001;0,23306606572474087
|
||||
0,3525600000000002;0,3062637993049667
|
||||
0,3449500000000001;0,32754795468234377
|
||||
0,3451100000000002;0,3464443324738644
|
||||
0,3530300000000002;0,36295293267952833
|
||||
0,3602000000000001;0,2896934462307027
|
||||
0,3687600000000002;0,38413416660923927
|
||||
0,3689200000000001;0,4030305444007599
|
||||
0,3690700000000002;0,4219269221922801
|
||||
0,36921;0,4384561066874777
|
||||
0,3615600000000001;0,4550264597617413
|
||||
0,3760700000000001;0,3274038646556112
|
||||
0,3761900000000002;0,34156585585448473
|
||||
0,3918700000000001;0,35566609418475903
|
||||
0,3998400000000002;0,37923510570032626
|
||||
0,3921400000000001;0,3887244631751533
|
||||
0,4155900000000001;0,4027835329263607
|
||||
0,4187100000000001;0,4657508746085629
|
||||
0,4313100000000001;0,4215975735597485
|
||||
0,4314600000000002;0,4404939513512687
|
||||
0,4497700000000002;0,45930799198465644
|
||||
0,4395200000000001;0,47353173605213017
|
||||
0,4706000000000001;0,46863267514321716
|
||||
0,4942300000000001;0,5039553159822688
|
||||
0,50187;0,48738496290800526
|
||||
0,5168100000000002;0,4117171145837901
|
||||
0,5247800000000002;0,43528612609935724
|
||||
0,5170800000000002;0,4447754835741843
|
||||
0,51763;0,510912805844506
|
||||
0,5411400000000002;0,5320528711951504
|
||||
0,5643400000000001;0,515400180962754
|
||||
0,5722800000000001;0,5342553901752082
|
||||
0,5724300000000002;0,5531517679667284
|
||||
0,5725900000000002;0,572048145758249
|
||||
0,57271;0,5862307212466563
|
||||
0,6038300000000001;0,58606604693039
|
||||
0,6221500000000002;0,6064444935683044
|
||||
0,6507000000000001;0,6094497998401587
|
||||
0,6739600000000001;0,5998781052071986
|
||||
0,6819000000000002;0,618733314419653
|
||||
0,68205;0,6376296922111735
|
||||
0,6822100000000002;0,6565260700026938
|
||||
0,6823600000000001;0,6754224477942145
|
||||
0,6824800000000002;0,6896050232826216
|
||||
0,7129400000000001;0,6091204512076265
|
||||
0,7130900000000002;0,6280168289991472
|
||||
0,7132500000000002;0,6469132067906678
|
||||
0,7133600000000002;0,6610957822790746
|
||||
0,7291600000000003;0,6893580118082225
|
||||
0,7444400000000002;0,6562173056596954
|
||||
0,7445800000000002;0,6727464901548925
|
||||
0,7754100000000002;0,6371562535519089
|
||||
0,7755600000000002;0,6560526313434291
|
||||
0,7757000000000001;0,6725818158386262
|
||||
0,7914000000000001;0,6890286631756903
|
||||
0,7837700000000001;0,7079662095462775
|
||||
0,79851;0,6086881811274283
|
||||
0,7986300000000002;0,6228501723263022
|
||||
0,7989800000000002;0,6653773145019898
|
||||
0,8147300000000002;0,6889257417280242
|
||||
0,8451100000000002;0,5989929807572689
|
||||
0,8452700000000002;0,6178893585487897
|
||||
0,8537100000000002;0,6981680877284521
|
||||
0,8688000000000002;0,6413966171957576
|
||||
0,86894;0,6579258016909547
|
||||
0,8771300000000002;0,7074927708870128
|
||||
0,8924500000000002;0,6790658670415991
|
||||
0,9161100000000002;0,7167351168874406
|
||||
0,91626;0,7356314946789613
|
||||
0,9164200000000002;0,754527872470482
|
||||
0,9165500000000002;0,7710776412552123
|
||||
0,90887;0,7829136077368293
|
||||
0,9465200000000004;0,6315367425093324
|
||||
0,9466800000000002;0,6504331203008527
|
||||
0,94684;0,6693294980923734
|
||||
0,9469900000000002;0,688225875883894
|
||||
0,9471500000000002;0,7071222536754147
|
||||
0,9472600000000002;0,7213048291638215
|
||||
0,9808200000000002;0,702243777056035
|
||||
0,97842;0,7258745414402024
|
||||
0,9707200000000002;0,7353638989150288
|
||||
0,99615;0,6738168732106213
|
||||
1,00157;0,7021202713188356
|
||||
1,0097300000000002;0,7493200472185706
|
||||
1,0413200000000002;0,8058650905663991
|
||||
1,04146;0,8223942750615967
|
||||
1,0565300000000002;0,7632556112325787
|
||||
1,0494100000000002;0,8436166775703741
|
||||
1,04953;0,8577786687692476
|
||||
1,0796;0,7300737365049845
|
||||
1,0797500000000002;0,7489701142965053
|
||||
1,0877100000000002;0,7701925168052826
|
||||
1,11902;0,7936380225836509
|
||||
1,1344200000000002;0,7746798919235305
|
||||
1,1652300000000002;0,7367224620242233
|
||||
1,16545;0,762699835415181
|
||||
1,16558;0,7792290199103782
|
||||
1,1966800000000002;0,7767177365873219
|
||||
1,19684;0,7956141143788427
|
||||
1,1969900000000002;0,8145104921703629
|
||||
1,1971500000000002;0,8334068699618835
|
||||
1,1973000000000005;0,8523032477534043
|
||||
1,1974600000000002;0,8711996255449245
|
||||
1,2119300000000002;0,7388426438461477
|
||||
1,21209;0,7577390216376684
|
||||
1,2054000000000002;0,8900548347573787
|
||||
1,21955;0,7199050974755605
|
||||
1,22778;0,7741858689747325
|
||||
1,24321;0,7575743473214025
|
||||
1,2435200000000002;0,7953671029044435
|
||||
1,24367;0,8142634806959641
|
||||
1,2437900000000002;0,828446056184371
|
||||
1,2589200000000005;0,7763883879547898
|
||||
1,2665450000000005;0,7574508415842027
|
||||
1,2746350000000002;0,7952024285881776
|
||||
1,274791;0,8140988063796979
|
||||
1,274947;0,8329951841712185
|
||||
1,290642;0,8494626157978159
|
||||
1,283038;0,8707467711751934
|
||||
1,2831930000000005;0,8896431489667136
|
||||
1,297975;0,7950995071405115
|
||||
1,29813;0,8139958849320317
|
||||
1,306105;0,8375648964475993
|
||||
1,336932;0,8019746598446158
|
||||
1,3294050000000002;0,8327275884072866
|
||||
1,329561;0,8516239661988068
|
||||
1,3296770000000002;0,8657859573976807
|
||||
1,3523550000000002;0,7853631381912858
|
||||
1,3526280000000002;0,8184215071816799
|
||||
1,370664;0,8041565945351398
|
||||
1,3838440000000003;0,8300722150574977
|
||||
1,3992870000000002;0,8158278867004909
|
||||
1,3917990000000002;0,8512946175662751
|
||||
1,391954;0,8701909953577953
|
||||
1,3921100000000002;0,889087373149316
|
||||
1,392265;0,9079837509408367
|
||||
1,392421;0,9268801287323574
|
||||
1,3925770000000002;0,9457765065238776
|
||||
1,3926930000000002;0,9599590820122849
|
||||
1,4304450000000002;0,8203975989768717
|
||||
1,4538030000000002;0,8226412865359954
|
||||
1,461855;0,8556584869473232
|
||||
1,4698300000000002;0,879248082752424
|
||||
1,477804;0,9028170942679917
|
||||
1,4779600000000002;0,9217134720595125
|
||||
1,4781150000000003;0,9406098498510327
|
||||
1,478271;0,9595062276425533
|
||||
1,4784070000000002;0,9760559964272837
|
||||
1,4927610000000002;0,8295164392400997
|
||||
1,5079890000000002;0,7892741532026023
|
||||
1,500404;0,8129460861658362
|
||||
1,500715;0,8507388417488775
|
||||
1,500871;0,8696352195403977
|
||||
1,501027;0,8885315973319183
|
||||
1,501143;0,9027141728203256
|
||||
1,5228100000000002;0,6994443136795137
|
||||
1,5229660000000005;0,7183406914710337
|
||||
1,5231210000000002;0,7372370692625545
|
||||
1,5232770000000002;0,7561334470540751
|
||||
1,526544;0,8379971665277977
|
||||
1,530434;0,6805067673089265
|
||||
1,531212;0,7749886562665289
|
||||
1,531368;0,7938850340580497
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||||
1,539303;0,8127402432705039
|
||||
1,5397700000000003;0,8694293766450654
|
||||
1,5399250000000002;0,8883257544365861
|
||||
1,5400620000000005;0,9048755232213165
|
||||
1,557611;0,8315542839038912
|
||||
1,5473940000000002;0,8504918302744783
|
||||
1,5729380000000002;0,8031273800584775
|
||||
1,578357;0,831451362456225
|
||||
1,601541;0,8124314789275049
|
||||
1,6172760000000002;0,8336127128572158
|
||||
1,635253;0,8122462203217059
|
||||
1,635552;0,8484745699002201
|
||||
1,625347;0,8689971065648672
|
||||
1,625503;0,8878934843563878
|
||||
1,625658;0,9067898621479085
|
||||
1,663701;0,8026539413992128
|
||||
1,6560770000000002;0,8215914877697998
|
||||
1,6562330000000005;0,8404878655613206
|
||||
1,6563500000000002;0,8546704410497273
|
||||
1,686963;0,7930822467662533
|
||||
1,68708;0,80726482225466
|
||||
1,702989;0,8496890429826819
|
||||
1,710925;0,8685442521951356
|
||||
1,7110610000000002;0,885094020979866
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||||
1,742044;0,8684001621684031
|
||||
1,7421990000000005;0,8872965399599237
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||||
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||||
1,757448;0,8494214472187495
|
||||
1,750251;0,9203137403712516
|
||||
1,7732020000000002;0,8729492901552507
|
||||
1,7655;0,8824386476300773
|
||||
1,7889560000000002;0,8964977173812851
|
||||
1,789092;0,9130269018764823
|
||||
1,80436;0,8775190024316315
|
||||
1,8048070000000005;0,9318409425098695
|
||||
1,804982;0,9531045135977138
|
||||
1,805138;0,972000891389234
|
||||
1,8052930000000005;0,9908972691807547
|
||||
1,820075;0,8963330430650188
|
||||
1,82023;0,9152294208565395
|
||||
1,81319;1,0050386760900956
|
||||
1,827699;0,8773954966944317
|
||||
1,828166;0,9340846300689938
|
||||
1,828321;0,952981007860514
|
||||
1,857962;0,7733007445248028
|
||||
1,858118;0,7921971223163236
|
||||
1,858273;0,8110935001078442
|
||||
1,858429;0,8299898778993644
|
||||
1,866403;0,8535794737044653
|
||||
1,882157;0,8771279009304997
|
||||
1,897561;0,8581491859808461
|
||||
1,897833;0,8912075549712404
|
||||
1,913276;0,8769632266142339
|
||||
1,931273;0,8579639273750471
|
||||
1,928933;0,8886962716481842
|
||||
1,936227;0,8295987763982331
|
||||
1,960091;0,8932453996350318
|
||||
1,960422;0,9334053485143963
|
||||
1,952759;0,94762909258187
|
||||
1,990996;0,8671033519278083
|
||||
1,991152;0,8859997297193289
|
||||
1,983489;0,9002234737868027
|
||||
2,014413;0,8764486193759027
|
||||
2,022387;0,9000176308914699
|
||||
2,022543;0,9189140086829906
|
||||
2,022699;0,9378103864745113
|
||||
2,022854;0,956706764266032
|
||||
2,02301;0,9756031420575522
|
||||
2,023165;0,9944995198490729
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||||
2,023321;1,0133958976405935
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||||
2,023477;1,0322922754321138
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||||
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||||
2,056139;0,9045667588783175
|
||||
2,0537400000000003;0,9281975232624848
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||||
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||||
2,0540510000000003;0,9659902788455262
|
||||
2,0542070000000003;0,9848866566370464
|
||||
2,054362;1,0037830344285672
|
||||
2,0545180000000003;1,0226794122200877
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||||
2,054654;1,0392291810048182
|
||||
2,046971;1,051065147486435
|
||||
2,0688720000000003;0,876160439322437
|
||||
2,08718;0,8949538956662916
|
||||
2,084781;0,9186052443399921
|
||||
2,084917;0,9351344288351893
|
||||
2,102506;0,8665475761104107
|
||||
2,107304;0,8192654630525432
|
||||
2,107459;0,8381618408440634
|
||||
2,115667;0,8900960033364451
|
||||
2,115861;0,9137061834310792
|
||||
2,146825;0,8946657156128259
|
||||
2,14698;0,9135620934043467
|
||||
2,1393560000000003;0,9324996397749338
|
||||
2,1780994;0,9133974190880804
|
||||
2,1938145;0,9322114597214681
|
||||
2,1939312;0,9463734509203421
|
||||
2,2014387;0,9132739133508809
|
||||
2,2248947;0,9273329831020889
|
||||
2,2251670000000003;0,960391352092483
|
||||
2,2331023;0,9792465613049368
|
||||
2,2332579000000004;0,9981429390964575
|
||||
2,2333746000000003;1,0123255145848649
|
||||
2,2557025200000003;0,8893755532027816
|
||||
2,25601371;0,9271683087858226
|
||||
2,2868994;0,8986590677822759
|
||||
2,2871522;0,9293708277658799
|
||||
2,3028868;0,9505520616955911
|
||||
2,3030424000000003;0,9694484394871113
|
||||
2,303198;0,9883448172786321
|
||||
2,3208710000000004;0,9299883564518776
|
||||
2,3110944;1,0024656398984395
|
||||
2,3336169;0,9031464429005238
|
||||
2,3415522;0,9220016521129777
|
||||
2,3494681;0,9384896680291083
|
||||
2,365183;0,957303708662496
|
||||
2,3806070000000004;0,9406921870091656
|
||||
2,380898;0,9761383335854166
|
||||
2,388542;0,9595473962216198
|
||||
2,411765;0,9452618992855464
|
||||
2,412484;1,0326627926437124
|
||||
2,404879;1,05394694802109
|
||||
2,4050350000000003;1,07284332581261
|
||||
2,4429030000000003;0,9474644182656041
|
||||
2,466028;0,9213635391374471
|
||||
2,466184;0,9402599169289678
|
||||
2,474119;0,9591151261414216
|
||||
2,5052380000000003;0,9589504518251557
|
||||
2,505355;0,973133027313563
|
||||
2,538951;0,9587857775088899
|
||||
2,5365520000000004;0,9824165418930573
|
||||
2,536708;1,0013129196845774
|
||||
2,536824;1,0154749108834515
|
||||
2,5517030000000003;0,9327260669597993
|
||||
2,5675350000000003;0,9657226830815938
|
||||
2,56806;1,0294928120555924
|
||||
2,568216;1,0483891898471132
|
||||
2,568371;1,0672855676386332
|
||||
2,5606690000000003;1,0767749251134604
|
||||
2,5867180000000003;1,0908134105751346
|
||||
2,58432;1,114444174959302
|
||||
2,5766180000000003;1,1239335324341289
|
||||
2,5989850000000003;1,0057179576446924
|
||||
2,5913600000000003;1,0246555040152796
|
||||
2,5915160000000004;1,0435518818068
|
||||
2,591672;1,0624482595983205
|
||||
2,613611;0,892257353737436
|
||||
2,613747;0,908786538232633
|
||||
2,616593;0,9394777139267042
|
||||
2,614233;0,9678428649035182
|
||||
2,614389;0,9867392426950389
|
||||
2,6223240000000003;1,005594451907493
|
||||
2,622441;1,0197770273959
|
||||
2,630784;1,0882197900939454
|
||||
2,646052;1,0527118906490947
|
||||
2,638428;1,0716494370196818
|
||||
2,638739;1,1094421926027227
|
||||
2,638895;1,1283385703942435
|
||||
2,676743;1,000592469550914
|
||||
2,669119;1,019530015921501
|
||||
2,710326;0,984660229452181
|
||||
2,738165;0,9010674296576655
|
||||
2,7383200000000003;0,9199638074491862
|
||||
2,7384760000000004;0,9388601852407069
|
||||
2,7386310000000003;0,9577565630322276
|
||||
2,7387870000000003;0,9766529408237478
|
||||
2,738923;0,9931821253189449
|
||||
2,754638;1,0119961659523327
|
||||
2,747033;1,0333009056192428
|
||||
2,747189;1,0521972834107636
|
||||
2,747345;1,0710936612022843
|
||||
2,761348;0,8820475461289459
|
||||
2,7615040000000004;0,9009439239204662
|
||||
2,7616590000000003;0,9198403017119868
|
||||
2,7618150000000004;0,9387366795035075
|
||||
2,761971;0,9576330572950277
|
||||
2,769925;0,9788554598038055
|
||||
2,762282;0,9954258128780691
|
||||
2,8040070000000004;1,0235645366700177
|
||||
2,801609;1,0471953010541843
|
||||
2,81674;0,9951376328246034
|
||||
2,8324550000000004;1,0139516734579912
|
||||
2,832611;1,032868635539045
|
||||
2,832786;1,0541116223373557
|
||||
2,825142;1,0706819754116192
|
||||
2,833078;1,0895577689136067
|
||||
2,833214;1,1060869534088038
|
||||
2,850452;0,9949729585083376
|
||||
2,863652;1,0232557723270186
|
||||
2,8816490000000003;1,0042564730878318
|
||||
2,881961;1,0420492286708727
|
||||
2,8795420000000003;1,0633333840482502
|
||||
2,8718600000000003;1,0751693505298672
|
||||
2,893935;0,9215282134537129
|
||||
2,8940900000000003;0,9404245912452336
|
||||
2,902006;0,9569126071613643
|
||||
2,924957;0,9095481569453634
|
||||
2,9250730000000003;0,9237307324337707
|
||||
2,956795;0,9967843759872631
|
||||
2,9880120000000003;1,008435083863081
|
||||
2,988517;1,069858603830289
|
||||
2,988653;1,0863877883254867
|
||||
3,018567;0,9397864782697031
|
||||
3,0187220000000003;0,9586828560612233
|
||||
3,0190140000000003;0,9941084183479411
|
||||
3,01917;1,0130047961394617
|
||||
3,019286;1,0271667873383357
|
||||
3,034418;0,9751297033982875
|
||||
3,0498220000000003;0,9561509884486343
|
||||
3,0423530000000003;0,9939849126107417
|
||||
3,042509;1,0128812904022624
|
||||
3,0426640000000003;1,0317776681937827
|
||||
3,0428200000000003;1,0506740459853032
|
||||
3,0654980000000003;0,9702512267789082
|
||||
3,0728500000000003;0,9182347271283936
|
||||
3,0730060000000003;0,9371311049199142
|
||||
3,080941;0,955986314132368
|
||||
3,0966370000000003;0,9724537457589655
|
||||
3,1120210000000004;0,9511078375129888
|
||||
3,127231;0,9085189424687011
|
||||
3,127386;0,9274153202602218
|
||||
3,143082;0,9438621675972859
|
||||
3,158505;0,9272506459439555
|
||||
3,158933;0,9792053927258704
|
||||
3,1514640000000003;1,017039316887978
|
||||
3,17422;0,9460646865773432
|
||||
3,174376;0,964961064368864
|
||||
3,1896630000000004;0,931799773930803
|
||||
3,190033;0,9766941094028142
|
||||
3,190461;1,0286488561847291
|
||||
3,205417;0,9553482011568375
|
||||
3,1979490000000004;0,9931821253189449
|
||||
3,1981040000000003;1,0120785031104655
|
||||
3,198415;1,0498712586935068
|
||||
3,1985710000000003;1,0687676364850272
|
||||
3,198688;1,0829502119734344
|
||||
3,220821;0,936369486207184
|
||||
3,213352;0,9742034103692917
|
||||
3,2137800000000003;1,02617874144074
|
||||
3,2362640000000003;0,922125157850177
|
||||
3,239116;0,9535985365465117
|
||||
3,2674200000000004;0,9266948701265578
|
||||
3,26758;0,9455912479180786
|
||||
3,26773;0,9644876257095992
|
||||
3,28604;0,9832810820534533
|
||||
3,28364;1,0069118464376206
|
||||
3,2838000000000003;1,0258082242291413
|
||||
3,2761000000000005;1,0352975817039678
|
||||
3,29037;0,879330419910557
|
||||
3,2905300000000004;0,8982267977020777
|
||||
3,2985;0,9217958092176454
|
||||
3,29866;0,9406921870091656
|
||||
3,2988100000000005;0,9595885648006862
|
||||
3,3067900000000003;0,9831781606057871
|
||||
3,30694;1,0020745383973078
|
||||
3,3071;1,020970916188828
|
||||
3,3150500000000003;1,0421933186976058
|
||||
3,30741;1,0587636717718694
|
||||
3,30757;1,0776600495633901
|
||||
3,30772;1,0965564273549102
|
||||
3,30788;1,115452805146431
|
||||
3,3080300000000005;1,1343491829379517
|
||||
3,3081500000000004;1,1485111741368252
|
||||
3,3296400000000004;0,9239983281977027
|
||||
3,32982;0,9452618992855464
|
||||
3,32993;0,9594238904844204
|
||||
3,33713;0,8885315973319183
|
||||
3,33725;0,9027141728203256
|
||||
3,35393;1,03962028250595
|
||||
|
5361
data/processed/MRZ_2.178_16.7M_B.csv
Normal file
5361
data/processed/MRZ_2.178_16.7M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
9668
data/processed/MRZ_2.178_16.7M_R.csv
Normal file
9668
data/processed/MRZ_2.178_16.7M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
6140
data/processed/MRZ_2.178_5.6M_B.csv
Normal file
6140
data/processed/MRZ_2.178_5.6M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
10516
data/processed/MRZ_2.178_5.6M_R.csv
Normal file
10516
data/processed/MRZ_2.178_5.6M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
3551
data/processed/MRZ_2.178_50M_B.csv
Normal file
3551
data/processed/MRZ_2.178_50M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
9209
data/processed/MRZ_2.178_50M_R.csv
Normal file
9209
data/processed/MRZ_2.178_50M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
BIN
data/raw/0_MEM_p2f3.xlsx
Normal file
BIN
data/raw/0_MEM_p2f3.xlsx
Normal file
Binary file not shown.
10517
data/raw/0_MRZ_2_178_p1f3.csv
Normal file
10517
data/raw/0_MRZ_2_178_p1f3.csv
Normal file
File diff suppressed because it is too large
Load Diff
345
data/raw/MEM_16M_B.csv
Normal file
345
data/raw/MEM_16M_B.csv
Normal file
|
|
@ -0,0 +1,345 @@
|
|||
X;Y
|
||||
-6,42363e+0;-6,13191e+2
|
||||
-6,42347e+0;-6,22371e+2
|
||||
-6,43109e+0;-6,31571e+2
|
||||
-6,42314e+0;-6,41879e+2
|
||||
-6,43078e+0;-6,49931e+2
|
||||
-6,43063e+0;-6,59111e+2
|
||||
-6,43047e+0;-6,68291e+2
|
||||
-6,43032e+0;-6,77471e+2
|
||||
-6,43016e+0;-6,86651e+2
|
||||
-6,43001e+0;-6,95831e+2
|
||||
-6,40114e+0;-5,62642e+2
|
||||
-6,39321e+0;-5,71803e+2
|
||||
-6,39305e+0;-5,80983e+2
|
||||
-6,39290e+0;-5,90163e+2
|
||||
-6,40052e+0;-5,99362e+2
|
||||
-6,39259e+0;-6,08523e+2
|
||||
-6,39239e+0;-6,19998e+2
|
||||
-6,39227e+0;-6,26883e+2
|
||||
-6,35942e+0;-5,76308e+2
|
||||
-6,36182e+0;-5,87790e+2
|
||||
-6,35864e+0;-6,22209e+2
|
||||
-6,36890e+0;-6,29120e+2
|
||||
-6,34606e+0;-5,99226e+2
|
||||
-6,34591e+0;-6,08406e+2
|
||||
-6,34544e+0;-6,35947e+2
|
||||
-6,34532e+0;-6,42832e+2
|
||||
-6,33066e+0;-5,90007e+2
|
||||
-6,33019e+0;-6,17548e+2
|
||||
-6,33004e+0;-6,26728e+2
|
||||
-6,31525e+0;-5,80788e+2
|
||||
-6,31494e+0;-5,99148e+2
|
||||
-6,31479e+0;-6,08329e+2
|
||||
-6,31432e+0;-6,35869e+2
|
||||
-6,31417e+0;-6,45049e+2
|
||||
-6,31401e+0;-6,54229e+2
|
||||
-6,31385e+0;-6,63409e+2
|
||||
-6,30122e+0;-3,37470e+2
|
||||
-6,30339e+0;-3,62721e+2
|
||||
-6,29912e+0;-4,61401e+2
|
||||
-6,30152e+0;-4,72883e+2
|
||||
-6,30137e+0;-4,82063e+2
|
||||
-6,30121e+0;-4,91243e+2
|
||||
-6,30106e+0;-5,00423e+2
|
||||
-6,30876e+0;-5,05033e+2
|
||||
-6,30794e+0;-5,53228e+2
|
||||
-6,30779e+0;-5,62409e+2
|
||||
-6,30763e+0;-5,71589e+2
|
||||
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
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|
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
|
540
data/raw/MEM_16M_R.csv
Normal file
540
data/raw/MEM_16M_R.csv
Normal file
|
|
@ -0,0 +1,540 @@
|
|||
X;Y
|
||||
-2,22827e+0;6,52732e+2
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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1,38786e-1;-2,24974e+2
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||||
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||||
1,36601e-1;-2,49079e+2
|
||||
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|
||||
1,42727e-1;-1,51520e+2
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||||
1,43116e-1;-1,74471e+2
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||||
1,43272e-1;-1,83651e+2
|
||||
1,43428e-1;-1,92831e+2
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||||
1,51363e-1;-2,01992e+2
|
||||
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|
||||
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|
||||
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|
||||
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||||
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|
||||
1,85075e-1;-2,01907e+2
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||||
1,74819e-1;-2,08818e+2
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||||
2,01101e-1;-2,29409e+2
|
||||
1,90845e-1;-2,36320e+2
|
||||
2,15650e-1;-1,69699e+2
|
||||
2,13251e-1;-1,81181e+2
|
||||
2,13406e-1;-1,90361e+2
|
||||
2,13562e-1;-1,99541e+2
|
||||
2,13718e-1;-2,08721e+2
|
||||
2,13873e-1;-2,17901e+2
|
||||
2,20447e-1;-1,46736e+2
|
||||
2,20603e-1;-1,55916e+2
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||||
2,29627e-1;-2,29337e+2
|
||||
2,29763e-1;-2,37370e+2
|
||||
2,45031e-1;-2,20118e+2
|
||||
2,45498e-1;-2,47659e+2
|
||||
2,45634e-1;-2,55691e+2
|
||||
2,38029e-1;-2,66038e+2
|
||||
2,38185e-1;-2,75219e+2
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||||
2,60746e-1;-2,29260e+2
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2,60902e-1;-2,38440e+2
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2,79210e-1;-2,47574e+2
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2,92877e-1;-2,88853e+2
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2,93032e-1;-2,98033e+2
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2,85408e-1;-3,07232e+2
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2,85564e-1;-3,16412e+2
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2,85719e-1;-3,25593e+2
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3,07814e-1;-2,52093e+2
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3,26122e-1;-2,61228e+2
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3,63128e-1;-3,02448e+2
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3,63245e-1;-3,09333e+2
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3,71297e-1;-3,25379e+2
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3,71452e-1;-3,34559e+2
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3,71608e-1;-3,43739e+2
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3,78026e-1;-2,63393e+2
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3,94636e-1;-3,25320e+2
|
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3,94792e-1;-3,34500e+2
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4,02766e-1;-3,45956e+2
|
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4,32640e-1;-2,72437e+2
|
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4,26144e-1;-3,48193e+2
|
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4,26261e-1;-3,55078e+2
|
||||
4,63837e-1;-2,76950e+2
|
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4,56174e-1;-2,83854e+2
|
||||
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|
||||
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4,71345e-1;-2,60865e+2
|
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4,93789e-1;-2,08021e+2
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4,93984e-1;-2,19496e+2
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|
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4,94295e-1;-2,37856e+2
|
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4,95034e-1;-2,81462e+2
|
||||
5,26192e-1;-2,83679e+2
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5,26347e-1;-2,92859e+2
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|
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5,26620e-1;-3,08924e+2
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5,48987e-1;-2,51490e+2
|
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5,49142e-1;-2,60670e+2
|
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|
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|
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|
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|
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|
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6,81748e-1;-2,80995e+2
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6,81904e-1;-2,90175e+2
|
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6,82059e-1;-2,99355e+2
|
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6,82215e-1;-3,08535e+2
|
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6,85236e-1;-3,33774e+2
|
||||
6,82818e-1;-3,44108e+2
|
||||
6,90189e-1;-3,19991e+2
|
||||
7,14773e-1;-3,93374e+2
|
||||
7,14909e-1;-4,01406e+2
|
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7,30605e-1;-4,09400e+2
|
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7,44667e-1;-3,21002e+2
|
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7,37023e-1;-3,29055e+2
|
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7,37179e-1;-3,38235e+2
|
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7,37296e-1;-3,45120e+2
|
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7,47863e-1;-3,56569e+2
|
||||
7,45465e-1;-3,68051e+2
|
||||
7,45620e-1;-3,77231e+2
|
||||
7,45776e-1;-3,86411e+2
|
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7,45931e-1;-3,95591e+2
|
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7,46087e-1;-4,04771e+2
|
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7,78438e-1;-3,24361e+2
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7,78892e-1;-3,51136e+2
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|
||||
7,69309e-1;-3,97828e+2
|
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7,69465e-1;-4,07008e+2
|
||||
7,83391e-1;-3,10578e+2
|
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7,91637e-1;-3,38098e+2
|
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8,07041e-1;-3,28879e+2
|
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7,99573e-1;-3,47259e+2
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|
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8,30225e-1;-3,19641e+2
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|
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8,53934e-1;-3,41385e+2
|
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8,54109e-1;-3,51713e+2
|
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8,85150e-1;-3,47045e+2
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8,85286e-1;-3,55078e+2
|
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|
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9,03614e-1;-3,65360e+2
|
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9,16347e-1;-3,51557e+2
|
||||
9,23816e-1;-3,33178e+2
|
||||
9,31751e-1;-3,42338e+2
|
||||
9,32062e-1;-3,60699e+2
|
||||
9,32198e-1;-3,68731e+2
|
||||
9,47466e-1;-3,51480e+2
|
||||
9,61489e-1;-2,60787e+2
|
||||
9,62870e-1;-3,42261e+2
|
||||
9,55401e-1;-3,60640e+2
|
||||
9,55557e-1;-3,69820e+2
|
||||
9,55674e-1;-3,76706e+2
|
||||
9,69405e-1;-2,68800e+2
|
||||
9,69561e-1;-2,77980e+2
|
||||
9,69716e-1;-2,87160e+2
|
||||
9,69872e-1;-2,96341e+2
|
||||
9,70027e-1;-3,05521e+2
|
||||
9,70183e-1;-3,14701e+2
|
||||
9,78157e-1;-3,26157e+2
|
||||
9,78313e-1;-3,35337e+2
|
||||
9,78527e-1;-3,47959e+2
|
||||
1,00247e+0;-3,83474e+2
|
||||
1,00262e+0;-3,92654e+2
|
||||
1,00278e+0;-4,01834e+2
|
||||
1,00294e+0;-4,11014e+2
|
||||
1,02532e+0;-3,54728e+2
|
||||
1,04059e+0;-3,37476e+2
|
||||
1,04075e+0;-3,46656e+2
|
||||
1,04106e+0;-3,65016e+2
|
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1,04775e+0;-3,00736e+2
|
||||
1,04790e+0;-3,09916e+2
|
||||
1,04806e+0;-3,19096e+2
|
||||
1,05599e+0;-3,28257e+2
|
||||
1,05646e+0;-3,55797e+2
|
||||
1,07171e+0;-3,37398e+2
|
||||
1,07186e+0;-3,46578e+2
|
||||
1,07218e+0;-3,64939e+2
|
||||
1,06451e+0;-3,71843e+2
|
||||
1,07933e+0;-3,28199e+2
|
||||
1,07980e+0;-3,55739e+2
|
||||
|
637
data/raw/MEM_1M_B.csv
Normal file
637
data/raw/MEM_1M_B.csv
Normal file
|
|
@ -0,0 +1,637 @@
|
|||
X;Y
|
||||
-6,48236e+0;2,39328e+3
|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
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|
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|
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|
||||
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|
||||
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|
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|
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|
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|
||||
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|
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|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
||||
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|
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|
||||
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
||||
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|
||||
|
535
data/raw/MEM_1M_R.csv
Normal file
535
data/raw/MEM_1M_R.csv
Normal file
|
|
@ -0,0 +1,535 @@
|
|||
X;Y
|
||||
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|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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5,80689e-1;2,46832e+3
|
||||
5,80961e-1;2,45225e+3
|
||||
6,03212e-1;2,51657e+3
|
||||
6,11147e-1;2,50741e+3
|
||||
6,19082e-1;2,49825e+3
|
||||
6,19238e-1;2,48907e+3
|
||||
6,19393e-1;2,47989e+3
|
||||
6,19549e-1;2,47071e+3
|
||||
6,19666e-1;2,46382e+3
|
||||
6,12042e-1;2,45462e+3
|
||||
6,42422e-1;2,49831e+3
|
||||
6,50396e-1;2,48685e+3
|
||||
6,50551e-1;2,47767e+3
|
||||
6,50707e-1;2,46849e+3
|
||||
6,43005e-1;2,46388e+3
|
||||
6,53573e-1;2,45243e+3
|
||||
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|
||||
6,66928e-1;2,42951e+3
|
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6,81554e-1;2,48463e+3
|
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|
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|
||||
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|
||||
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|
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|
||||
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|
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|
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7,13023e-1;2,46406e+3
|
||||
7,13178e-1;2,45488e+3
|
||||
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|
||||
7,29088e-1;2,43426e+3
|
||||
7,29224e-1;2,42623e+3
|
||||
7,44375e-1;2,45036e+3
|
||||
7,44531e-1;2,44118e+3
|
||||
7,37179e-1;2,41592e+3
|
||||
7,37335e-1;2,40674e+3
|
||||
7,37451e-1;2,39985e+3
|
||||
7,60246e-1;2,43204e+3
|
||||
7,75533e-1;2,44815e+3
|
||||
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|
||||
7,93530e-1;2,45737e+3
|
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|
||||
7,98484e-1;2,47115e+3
|
||||
8,06691e-1;2,44593e+3
|
||||
8,06866e-1;2,43560e+3
|
||||
8,25181e-1;2,42608e+3
|
||||
8,53409e-1;2,44375e+3
|
||||
8,53564e-1;2,43457e+3
|
||||
8,45940e-1;2,42537e+3
|
||||
8,87510e-1;2,42088e+3
|
||||
8,77254e-1;2,41397e+3
|
||||
8,85345e-1;2,39563e+3
|
||||
8,92191e-1;2,45073e+3
|
||||
8,92930e-1;2,40713e+3
|
||||
9,07400e-1;2,47143e+3
|
||||
9,22493e-1;2,49901e+3
|
||||
9,22649e-1;2,48983e+3
|
||||
9,30545e-1;2,48296e+3
|
||||
9,54001e-1;2,47613e+3
|
||||
9,54157e-1;2,46695e+3
|
||||
9,84498e-1;2,51293e+3
|
||||
9,84653e-1;2,50375e+3
|
||||
9,84809e-1;2,49457e+3
|
||||
9,84965e-1;2,48539e+3
|
||||
1,00099e+0;2,45789e+3
|
||||
1,00115e+0;2,44871e+3
|
||||
1,02480e+0;2,43041e+3
|
||||
1,02491e+0;2,42352e+3
|
||||
1,05796e+0;2,46262e+3
|
||||
1,05557e+0;2,45114e+3
|
||||
1,04786e+0;2,44653e+3
|
||||
|
396
data/raw/MEM_4M_B.csv
Normal file
396
data/raw/MEM_4M_B.csv
Normal file
|
|
@ -0,0 +1,396 @@
|
|||
X;Y
|
||||
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|
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|
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|
||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
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|
||||
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||||
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||||
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||||
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||||
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||||
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|
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||||
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||||
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|
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
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|
||||
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|
||||
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|
||||
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|
||||
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||||
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||||
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|
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|
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|
||||
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|
||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
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|
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|
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|
||||
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|
||||
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|
||||
|
471
data/raw/MEM_4M_R.csv
Normal file
471
data/raw/MEM_4M_R.csv
Normal file
|
|
@ -0,0 +1,471 @@
|
|||
X;Y
|
||||
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||||
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|
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|
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|
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|
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
-1,06925e-1;1,26624e+3
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
-2,85830e-2;1,23431e+3
|
||||
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|
||||
-2,04921e-2;1,21597e+3
|
||||
-2,03754e-2;1,20908e+3
|
||||
1,95252e-3;1,26881e+3
|
||||
2,26371e-3;1,25045e+3
|
||||
3,31494e-2;1,26430e+3
|
||||
3,34022e-2;1,24938e+3
|
||||
4,91368e-2;1,23909e+3
|
||||
4,92924e-2;1,22991e+3
|
||||
4,94480e-2;1,22073e+3
|
||||
6,71210e-2;1,24908e+3
|
||||
5,73444e-2;1,21387e+3
|
||||
7,98669e-2;1,26212e+3
|
||||
8,78022e-2;1,25296e+3
|
||||
9,57181e-2;1,24495e+3
|
||||
1,11433e-1;1,23581e+3
|
||||
1,26857e-1;1,24388e+3
|
||||
1,27148e-1;1,22666e+3
|
||||
1,34792e-1;1,23472e+3
|
||||
1,58015e-1;1,24166e+3
|
||||
1,58734e-1;1,19920e+3
|
||||
1,51129e-1;1,18886e+3
|
||||
1,51285e-1;1,17968e+3
|
||||
1,89153e-1;1,24059e+3
|
||||
2,12278e-1;1,25327e+3
|
||||
2,12434e-1;1,24409e+3
|
||||
2,20369e-1;1,23493e+3
|
||||
2,51488e-1;1,23501e+3
|
||||
2,51605e-1;1,22812e+3
|
||||
2,85201e-1;1,23509e+3
|
||||
2,82802e-1;1,22361e+3
|
||||
2,82958e-1;1,21443e+3
|
||||
2,83074e-1;1,20755e+3
|
||||
2,97953e-1;1,24775e+3
|
||||
3,13785e-1;1,23172e+3
|
||||
3,14310e-1;1,20074e+3
|
||||
3,14466e-1;1,19156e+3
|
||||
3,14621e-1;1,18238e+3
|
||||
3,06919e-1;1,17777e+3
|
||||
3,32968e-1;1,17095e+3
|
||||
3,30570e-1;1,15947e+3
|
||||
3,22868e-1;1,15486e+3
|
||||
3,45235e-1;1,21229e+3
|
||||
3,37610e-1;1,20309e+3
|
||||
3,37766e-1;1,19391e+3
|
||||
3,37922e-1;1,18473e+3
|
||||
3,59861e-1;1,26741e+3
|
||||
3,59997e-1;1,25938e+3
|
||||
3,62843e-1;1,24447e+3
|
||||
3,60483e-1;1,23069e+3
|
||||
3,60639e-1;1,22151e+3
|
||||
3,68574e-1;1,21235e+3
|
||||
3,68691e-1;1,20546e+3
|
||||
3,77034e-1;1,17221e+3
|
||||
3,92302e-1;1,18946e+3
|
||||
3,84678e-1;1,18026e+3
|
||||
3,84989e-1;1,16190e+3
|
||||
3,85145e-1;1,15272e+3
|
||||
4,22993e-1;1,21478e+3
|
||||
4,15369e-1;1,20558e+3
|
||||
4,56576e-1;1,22252e+3
|
||||
4,84415e-1;1,26313e+3
|
||||
4,84570e-1;1,25395e+3
|
||||
4,84726e-1;1,24477e+3
|
||||
4,84881e-1;1,23559e+3
|
||||
4,85037e-1;1,22641e+3
|
||||
4,85173e-1;1,21838e+3
|
||||
5,00888e-1;1,20924e+3
|
||||
4,93283e-1;1,19889e+3
|
||||
4,93439e-1;1,18971e+3
|
||||
4,93595e-1;1,18053e+3
|
||||
5,07598e-1;1,27237e+3
|
||||
5,07754e-1;1,26319e+3
|
||||
5,07909e-1;1,25401e+3
|
||||
5,08065e-1;1,24483e+3
|
||||
5,08221e-1;1,23565e+3
|
||||
5,16175e-1;1,22534e+3
|
||||
5,08532e-1;1,21729e+3
|
||||
5,50257e-1;1,20362e+3
|
||||
5,47859e-1;1,19214e+3
|
||||
5,62990e-1;1,21743e+3
|
||||
5,78705e-1;1,20829e+3
|
||||
5,78861e-1;1,19910e+3
|
||||
5,79036e-1;1,18878e+3
|
||||
5,71392e-1;1,18073e+3
|
||||
5,79328e-1;1,17156e+3
|
||||
5,79464e-1;1,16353e+3
|
||||
5,96702e-1;1,21751e+3
|
||||
6,09902e-1;1,20377e+3
|
||||
6,27899e-1;1,21300e+3
|
||||
6,28211e-1;1,19464e+3
|
||||
6,25792e-1;1,18430e+3
|
||||
6,18110e-1;1,17855e+3
|
||||
6,40185e-1;1,25319e+3
|
||||
6,40340e-1;1,24401e+3
|
||||
6,48256e-1;1,23600e+3
|
||||
6,71207e-1;1,25901e+3
|
||||
6,71323e-1;1,25212e+3
|
||||
7,03045e-1;1,21663e+3
|
||||
7,34262e-1;1,21097e+3
|
||||
7,34767e-1;1,18113e+3
|
||||
7,34903e-1;1,17310e+3
|
||||
7,64817e-1;1,24432e+3
|
||||
7,64972e-1;1,23514e+3
|
||||
7,65264e-1;1,21793e+3
|
||||
7,65420e-1;1,20875e+3
|
||||
7,65536e-1;1,20187e+3
|
||||
7,80668e-1;1,22715e+3
|
||||
7,96072e-1;1,23637e+3
|
||||
7,88603e-1;1,21799e+3
|
||||
7,88759e-1;1,20881e+3
|
||||
7,88914e-1;1,19963e+3
|
||||
7,89070e-1;1,19045e+3
|
||||
8,11748e-1;1,22952e+3
|
||||
8,19100e-1;1,25479e+3
|
||||
8,19256e-1;1,24561e+3
|
||||
8,27191e-1;1,23645e+3
|
||||
8,42887e-1;1,22845e+3
|
||||
8,58271e-1;1,23882e+3
|
||||
8,73481e-1;1,25951e+3
|
||||
8,73636e-1;1,25033e+3
|
||||
8,89332e-1;1,24234e+3
|
||||
9,04755e-1;1,25041e+3
|
||||
9,05183e-1;1,22517e+3
|
||||
8,97714e-1;1,20679e+3
|
||||
9,20470e-1;1,24127e+3
|
||||
9,20626e-1;1,23209e+3
|
||||
9,35913e-1;1,24820e+3
|
||||
9,36283e-1;1,22639e+3
|
||||
9,36711e-1;1,20115e+3
|
||||
9,51667e-1;1,23676e+3
|
||||
9,44199e-1;1,21838e+3
|
||||
9,44354e-1;1,20920e+3
|
||||
9,44665e-1;1,19084e+3
|
||||
9,44821e-1;1,18166e+3
|
||||
9,44938e-1;1,17477e+3
|
||||
9,67071e-1;1,24598e+3
|
||||
9,59602e-1;1,22760e+3
|
||||
9,60030e-1;1,20235e+3
|
||||
9,82514e-1;1,25290e+3
|
||||
9,85366e-1;1,23761e+3
|
||||
1,01367e+0;1,25068e+3
|
||||
1,01383e+0;1,24150e+3
|
||||
1,01398e+0;1,23232e+3
|
||||
1,03229e+0;1,22319e+3
|
||||
1,02989e+0;1,21171e+3
|
||||
1,03005e+0;1,20253e+3
|
||||
1,02235e+0;1,19792e+3
|
||||
1,03662e+0;1,27369e+3
|
||||
1,03678e+0;1,26451e+3
|
||||
1,04475e+0;1,25306e+3
|
||||
1,04491e+0;1,24388e+3
|
||||
1,04506e+0;1,23470e+3
|
||||
1,05304e+0;1,22324e+3
|
||||
1,05319e+0;1,21406e+3
|
||||
1,05335e+0;1,20488e+3
|
||||
1,06130e+0;1,19457e+3
|
||||
1,05366e+0;1,18652e+3
|
||||
1,05382e+0;1,17734e+3
|
||||
1,05397e+0;1,16816e+3
|
||||
1,05413e+0;1,15898e+3
|
||||
1,05428e+0;1,14980e+3
|
||||
1,05440e+0;1,14292e+3
|
||||
1,07589e+0;1,25199e+3
|
||||
1,07607e+0;1,24166e+3
|
||||
1,07618e+0;1,23478e+3
|
||||
1,08338e+0;1,26922e+3
|
||||
1,08350e+0;1,26233e+3
|
||||
1,10018e+0;1,19582e+3
|
||||
|
5361
data/raw/MRZ_2.178_16.7M_B.csv
Normal file
5361
data/raw/MRZ_2.178_16.7M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
9668
data/raw/MRZ_2.178_16.7M_R.csv
Normal file
9668
data/raw/MRZ_2.178_16.7M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
6140
data/raw/MRZ_2.178_5.6M_B.csv
Normal file
6140
data/raw/MRZ_2.178_5.6M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
10516
data/raw/MRZ_2.178_5.6M_R.csv
Normal file
10516
data/raw/MRZ_2.178_5.6M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
3551
data/raw/MRZ_2.178_50M_B.csv
Normal file
3551
data/raw/MRZ_2.178_50M_B.csv
Normal file
File diff suppressed because it is too large
Load Diff
9209
data/raw/MRZ_2.178_50M_R.csv
Normal file
9209
data/raw/MRZ_2.178_50M_R.csv
Normal file
File diff suppressed because it is too large
Load Diff
532
data/raw/TEA_TPA_TBA_TPentA_p4f2.csv
Normal file
532
data/raw/TEA_TPA_TBA_TPentA_p4f2.csv
Normal file
|
|
@ -0,0 +1,532 @@
|
|||
TEA_0.63mM,,TEA_1.25mM,,TEA_2.5mM,,TEA_5mM,,TPA_0.31mM,,TPA_0.63mM3,,TPA_1.25mM,,TPA_2.5mM,,TPA_5mM,,TBA_0.25mM,,TBA_0.5mM,,Dataset 11,,Dataset 12,,Dataset 13,,Dataset 14,,Dataset 15,,Dataset 16,,Dataset 17,,Dataset 18,,Dataset 19,
|
||||
X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y,X,Y
|
||||
-19.749328148241872,17.3287114169296,-19.854740327590708,13.869264041922074,,,-19.925015113823267,6.911687064440956,-14.267894822102335,17.250787251310655,-14.239784907609312,13.806203304541695,-14.40844439456745,10.406147452412126,-14.471691702176754,6.868775911785665,-14.506829095293032,3.4996285275831607,-8.814571410455821,17.194505232248282,-8.870791239441868,13.761364259520732,,,,,,,,,,,,,,,,,,
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,,,,,,,,-10.374671664818614,17.13076040402849,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.34656175032559,17.14388251013032,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.34656175032559,17.12516329716041,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.318451835832567,17.148982096387904,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.318451835832567,17.12758871013658,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.287999428465126,17.14871260605722,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.297369399962799,17.12740213990764,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.26223200684652,17.14848457577741,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.26223200684652,17.129765362807497,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.234122092353497,17.15893250859782,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.234122092353497,17.140213295627913,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
,,,,,,,,-10.21303965648373,17.158745938368888,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,
|
||||
|
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208
models/1.tex
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208
models/1.tex
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|
|
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|
|||
\documentclass[12pt,a4paper]{article}
|
||||
|
||||
% Настройки для работы с русским языком в XeLaTeX
|
||||
\usepackage{fontspec}
|
||||
\usepackage{polyglossia}
|
||||
\setmainlanguage{russian}
|
||||
\setotherlanguage{english}
|
||||
|
||||
% Базовые шрифты (используют стандартные системные шрифты)
|
||||
\setmainfont{Times New Roman}
|
||||
\newfontfamily{\cyrillicfont}{Times New Roman}
|
||||
|
||||
% Математика и графика
|
||||
\usepackage{amsmath, amssymb, amsfonts}
|
||||
\usepackage{graphicx}
|
||||
|
||||
% Геометрия страницы
|
||||
\usepackage{geometry}
|
||||
\geometry{top=2cm, bottom=2cm, left=2.5cm, right=2cm}
|
||||
|
||||
% Списки и ссылки
|
||||
\usepackage{enumitem}
|
||||
\usepackage{hyperref}
|
||||
|
||||
% Схемы моделей
|
||||
\usepackage{tikz}
|
||||
\usetikzlibrary{arrows.meta}
|
||||
|
||||
\title{Кинетическая модель \textbf{№5} \\ NMDA-канала}
|
||||
\author{Теоретический вывод}
|
||||
\date{}
|
||||
|
||||
\begin{document}
|
||||
|
||||
\maketitle
|
||||
|
||||
\section{Схема модели}
|
||||
|
||||
\begin{center}
|
||||
\begin{figure}[h!]
|
||||
\centering
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=2cm, thick]
|
||||
% Узлы (вещества)
|
||||
\node (O*) {$O^*$};
|
||||
\node (O_B) [right of=O*] {$O_B$};
|
||||
|
||||
% Переходы (реакции)
|
||||
% Верхняя стрелка смещена на 2pt вверх, нижняя — на 2pt вниз
|
||||
\draw ([yshift=2pt]O*.east) -- ([yshift=2pt]O_B.west) node [midway, above] {$k_1[B]$};
|
||||
\draw ([yshift=-2pt]O_B.west) -- ([yshift=-2pt]O*.east) node [midway, below] {$k_2$};
|
||||
\end{tikzpicture}
|
||||
\end{figure}
|
||||
\end{center}
|
||||
|
||||
\textbf{Обозначения:}
|
||||
\begin{itemize}
|
||||
\item $O^*$ – открытый (проводящий) канал, связанный с агонистом
|
||||
\item $O_B$ – открытый заблокированный канал
|
||||
\item $[B]$ – концентрация блокатора (переменная)
|
||||
\item $k_1, k_2$ – константы связывания/диссоциации блокатора
|
||||
\end{itemize}
|
||||
|
||||
\section{Дифференциальные уравнения}
|
||||
|
||||
Система обыкновенных дифференциальных уравнений, описывающая изменение вероятности обнаружения канала в каждом состоянии, имеет вид:
|
||||
|
||||
\[
|
||||
\begin{cases}
|
||||
\dfrac{d[O^*]}{dt} = -k_1[B][O^*] + k_2[O_B] \\\\
|
||||
\dfrac{d[O_B]}{dt} = k_1[B][O^*] - k_2[O_B]
|
||||
\end{cases}
|
||||
\]
|
||||
|
||||
Условие нормировки:
|
||||
\[
|
||||
[O^*] + [O_B] = 1
|
||||
\]
|
||||
|
||||
\section{Решение системы дифференциальных уравнений}
|
||||
|
||||
\subsection{Матричная форма}
|
||||
|
||||
Система может быть записана как:
|
||||
\[
|
||||
\frac{d\mathbf{X}}{dt} = \mathbf{A} \mathbf{X},
|
||||
\]
|
||||
где
|
||||
\[
|
||||
\mathbf{X} = \begin{pmatrix}
|
||||
[O^*] \\ [O_B]
|
||||
\end{pmatrix}; \;
|
||||
\mathbf{A} = \begin{pmatrix}
|
||||
-k_1[B] & k_2 \\
|
||||
k_1[B] & -k_2 \\
|
||||
\end{pmatrix}
|
||||
\]
|
||||
|
||||
\subsection{Нахождение собственных значений}
|
||||
|
||||
Решение ищется в виде
|
||||
\[
|
||||
\mathbf{X}(t) = e^{At}C
|
||||
\]
|
||||
|
||||
Собственные числа матрицы определяются как корни её характерестическим многочленом
|
||||
\[
|
||||
\chi_A(\lambda)= |A-\lambda I| = k_1[B] \lambda + k_2 \lambda + \lambda^2 = 0
|
||||
\]
|
||||
\[\begin{cases}
|
||||
\lambda_1 = 0 \\
|
||||
\lambda_2 = -k_1[B] - k_2
|
||||
\end{cases}\]
|
||||
|
||||
Собственные вектора определяются как базис решения
|
||||
\[A - \lambda_i I = 0\]
|
||||
|
||||
\[
|
||||
v_1 = \begin{pmatrix}\frac{k_2}{k_1[B]}\\1\end{pmatrix};\;
|
||||
v_2 = \begin{pmatrix}-1\\1\end{pmatrix}
|
||||
\]
|
||||
|
||||
Тогда можно диаганализовать $A = (v_1, v_2) \cdot diag(\lambda_1, \lambda_2) (v_1, v_2)^{-1}$ и получить
|
||||
\[
|
||||
X(t) = P\exp(diag(\lambda_1, \lambda_2)t)C
|
||||
\]
|
||||
|
||||
Имеем
|
||||
\[
|
||||
\begin{pmatrix}
|
||||
[O^*] \\ [O_B]
|
||||
\end{pmatrix} =
|
||||
\begin{pmatrix}
|
||||
\frac{k_2}{k_1[B]} & -1 \\
|
||||
1 & 1
|
||||
\end{pmatrix}
|
||||
\begin{pmatrix}
|
||||
1 & 0 \\
|
||||
0 & e^{(-k_1[B] - k_2)t}
|
||||
\end{pmatrix}
|
||||
\begin{pmatrix}
|
||||
C_1 \\ C_2
|
||||
\end{pmatrix}
|
||||
\]
|
||||
|
||||
Или
|
||||
|
||||
\[\begin{cases}
|
||||
[O^*] = \frac{k_{2}}{k_{1}[B]}C_{1}-C_{2}e^{-(k_{1}[B]+k_{2})t} \\
|
||||
[O_B] = C_{1}+C_{2}e^{-(k_{1}[B]+k_{2})t}
|
||||
\end{cases}\]
|
||||
|
||||
Константы определяются через начальное состояние
|
||||
|
||||
\[\begin{cases}
|
||||
[O^*](0) = \frac{k_{2}}{k_{1}[B]}C_{1}-C_{2} \\
|
||||
[O_B](0) = C_{1}+C_{2} \\
|
||||
[O^*](0) + [O_B](0) = 1
|
||||
\end{cases}
|
||||
;\;
|
||||
\begin{cases}
|
||||
C_1 = \frac{k_{1}[B]}{k_{1}[B] + k_{2}} \\
|
||||
C_2 = \frac{k_2}{k_{1}[B] + k_{2}} - [O^*](0)
|
||||
\end{cases}\]
|
||||
|
||||
Тогда имеем
|
||||
\[[O^*](t) = \frac{k_2}{k_{1}[B] + k_{2}} + ([O^*](0) - \frac{k_2}{k_{1}[B] + k_{2}})e^{-(k_{1}[B]+k_{2})t}\]
|
||||
|
||||
\subsection{Ток через мембрану}
|
||||
Величина тока пропорциональна концентрации открытых каналов
|
||||
|
||||
\[I(t) = I_{S} \cdot [O^*](t)\]
|
||||
|
||||
Где $I_{S}$ - это стационарный ток, максимального открытия каналов
|
||||
|
||||
\[\frac{I(t)}{I_{S}} = \frac{k_2}{k_{1}[B] + k_{2}} + ([O^*](0) - \frac{k_2}{k_{1}[B] + k_{2}})e^{-(k_{1}[B]+k_{2})t}\]
|
||||
|
||||
В процессе блокады, $[O^*](0) = 1$
|
||||
|
||||
\[\frac{I(t)_{on}}{I_{S}} = \frac{k_2}{k_{1}[B] + k_{2}} + \frac{k_1[B]}{k_{1}[B] + k_{2}}e^{-(k_{1}[B]+k_{2})t}\]
|
||||
|
||||
Введём обозначения
|
||||
|
||||
\[\begin{cases}
|
||||
A = \frac{k_{1}[B]}{k_{1}[B] + k_{2}} \\
|
||||
\tau_{on} = \frac{1}{k_{1}[B]+k_{2}} \\
|
||||
\tau_{off} = \frac{1}{k_2}
|
||||
\end{cases}
|
||||
\]
|
||||
|
||||
\[\frac{{I(t)}_{on}}{I_{S}} = (1-A) + Ae^{-t/\tau}\]
|
||||
|
||||
В процессе релаксации
|
||||
\[
|
||||
\begin{cases}
|
||||
[O^*](0) = \lim_{t \to +\infty} \frac{{I(t)}_{on}}{I_{S}} = 1 - A \\
|
||||
[B] = 0
|
||||
\end{cases}
|
||||
\]
|
||||
|
||||
\[\frac{I(t)_{off}}{I_{S}} = 1 - Ae^{-t/\tau_off}\]
|
||||
|
||||
\section{Вычисление констант из экспериментальных данных}
|
||||
|
||||
\[\begin{cases}
|
||||
k_2 = \frac{1}{\tau_{s}}\\
|
||||
k_1 = \dfrac{\tau_{off} - \tau_{on}}{[B]\tau_{on}\tau_{off}}
|
||||
\end{cases}\]
|
||||
\end{document}
|
||||
123
models/models_list.tex
Normal file
123
models/models_list.tex
Normal file
|
|
@ -0,0 +1,123 @@
|
|||
\documentclass[12pt,a4paper]{article}
|
||||
\usepackage{fontspec}
|
||||
\usepackage{polyglossia}
|
||||
\setmainlanguage{russian}
|
||||
\setotherlanguage{english}
|
||||
\setmainfont{Times New Roman}
|
||||
\newfontfamily{\cyrillicfont}{Times New Roman}
|
||||
\usepackage{amsmath, amssymb}
|
||||
\usepackage{geometry}
|
||||
\geometry{top=2cm, bottom=2cm, left=2cm, right=2cm}
|
||||
\usepackage{tikz}
|
||||
\usetikzlibrary{arrows.meta, positioning}
|
||||
|
||||
\begin{document}
|
||||
|
||||
\section*{Полные кинетические схемы}
|
||||
|
||||
\subsection*{Модель 1: Односайтовый блок открытого канала}
|
||||
\begin{center}
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=1.5cm, thick]
|
||||
\node (O) {$O$};
|
||||
\node (OB) [right=of O] {$OB$};
|
||||
\draw ([yshift=2pt]O.east) -- ([yshift=2pt]OB.west) node[midway, above] {$k_1[B]$};
|
||||
\draw ([yshift=-2pt]OB.west) -- ([yshift=-2pt]O.east) node[midway, below] {$k_2$};
|
||||
\end{tikzpicture}
|
||||
\end{center}
|
||||
|
||||
\vspace{1cm}
|
||||
|
||||
\subsection*{Модель 2: Двухсайтовая последовательная блокада открытого канала}
|
||||
\begin{center}
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=1.5cm, thick]
|
||||
\node (O) {$O$};
|
||||
\node (B1) [right=of O] {$OB_1$};
|
||||
\node (B2) [right=of B1] {$OB_2$};
|
||||
\draw ([yshift=2pt]O.east) -- ([yshift=2pt]B1.west) node[midway, above] {$k_1[B]$};
|
||||
\draw ([yshift=-2pt]B1.west) -- ([yshift=-2pt]O.east) node[midway, below] {$k_2$};
|
||||
\draw ([yshift=2pt]B1.east) -- ([yshift=2pt]B2.west) node[midway, above] {$k_3[B]$};
|
||||
\draw ([yshift=-2pt]B2.west) -- ([yshift=-2pt]B1.east) node[midway, below] {$k_4$};
|
||||
\end{tikzpicture}
|
||||
\end{center}
|
||||
|
||||
\vspace{1cm}
|
||||
|
||||
\subsection*{Модель 3: Ловушечный блок (trapping) -- полная схема}
|
||||
\begin{center}
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=2.5cm, thick]
|
||||
% Состояния
|
||||
\node (O) {$O$};
|
||||
\node (B1) [right=of O] {$OB_1$};
|
||||
\node (B2) [right=of B1] {$OB_2$};
|
||||
\node (C) [below=of O, yshift=-1cm] {$C$};
|
||||
\node (CB) [below=of B2, yshift=-1cm] {$C_{B}$};
|
||||
% Горизонтальные переходы (блок/деблок)
|
||||
\draw (O) -- (B1) node[midway, above] {$k_1[\text{B}]$};
|
||||
\draw (B1) -- (O) node[midway, below] {$k_{-1}$};
|
||||
\draw (B1) -- (B2) node[midway, above] {$k_2$};
|
||||
\draw (B2) -- (B1) node[midway, below] {$k_{-2}$};
|
||||
% Вертикальные переходы (ворота)
|
||||
\draw (O) -- (C) node[midway, left] {$\alpha$};
|
||||
\draw (C) -- (O) node[midway, right] {$\beta$};
|
||||
\draw (B2) -- (CB) node[midway, left] {$\gamma$};
|
||||
\draw [->, dashed] (CB) -- (B2) node[midway, right] {$\delta$ (оч. медл.)};
|
||||
% Отметка, что OB1 не переходит в CB
|
||||
% \node[draw=red, dashed, inner sep=0pt, fit=(B1) (CB), label={[red]right:нет перехода}] {};
|
||||
\end{tikzpicture}
|
||||
\end{center}
|
||||
|
||||
\vspace{1cm}
|
||||
|
||||
\subsection*{Модель 4: Преблокада закрытого канала -- полная схема}
|
||||
\begin{center}
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=2.5cm, thick]
|
||||
% Состояния
|
||||
\node (C) {$C$};
|
||||
\node (CB) [right=of C] {$C_{B}$};
|
||||
\node (OB2) [below=of CB, yshift=-1cm] {$OB_2$};
|
||||
\node (O) [left=of OB2, yshift=0cm] {$O$};
|
||||
\node (OB1) [above=of O, yshift=0.5cm] {$OB_1$};
|
||||
% Переходы в закрытом состоянии
|
||||
\draw (C) -- (CB) node[midway, above] {$k_{\text{pre}}[\text{B}]$};
|
||||
\draw (CB) -- (C) node[midway, below] {$k_{\text{off,pre}}$};
|
||||
% Активация из закрытого блокированного в открытый блокированный (глубокий сайт)
|
||||
\draw (CB) -- (OB2) node[midway, right] {$\alpha'$};
|
||||
% Связывание глубокого сайта из открытого состояния (для полноты)
|
||||
\draw (O) -- (OB1) node[midway, above] {$k_1[\text{B}]$};
|
||||
\draw (OB1) -- (O) node[midway, below] {$k_{-1}$};
|
||||
\draw (OB1) -- (OB2) node[midway, right] {$k_2$};
|
||||
\draw (OB2) -- (OB1) node[midway, left] {$k_{-2}$};
|
||||
% Диссоциация из OB2 в открытое O (минуя OB1?) – для простоты можно изобразить возврат через OB1
|
||||
% Активация незаблокированного канала
|
||||
\draw (C) -- (O) node[midway, left] {$\alpha$};
|
||||
\end{tikzpicture}
|
||||
\end{center}
|
||||
|
||||
\vspace{1cm}
|
||||
|
||||
\subsection*{Модель 5: Размерно-селективный trapping -- полная схема}
|
||||
\begin{center}
|
||||
\begin{tikzpicture}[->, >=Stealth, node distance=2.5cm, thick]
|
||||
% Состояния
|
||||
\node (O) {$O$};
|
||||
\node (OB1) [right=of O] {$OB_1$};
|
||||
\node (OB2) [right=of OB1] {$OB_2$};
|
||||
\node (C) [below=of O, yshift=-1cm] {$C$};
|
||||
\node (CB) [below=of OB2, yshift=-1cm] {$C_{B}$};
|
||||
\node (esc) [below=of CB, yshift=-0.8cm, text width=2cm, align=center] {Выход в\\ цитоплазму};
|
||||
% Горизонтальные связывания
|
||||
\draw (O) -- (OB1) node[midway, above] {$k_1[\text{B}]$};
|
||||
\draw (OB1) -- (O) node[midway, below] {$k_{-1}$};
|
||||
\draw (OB1) -- (OB2) node[midway, above] {$k_2$};
|
||||
\draw (OB2) -- (OB1) node[midway, below] {$k_{-2}$};
|
||||
% Воротные переходы
|
||||
\draw (O) -- (C) node[midway, left] {$\alpha,\beta$};
|
||||
\draw (OB2) -- (CB) node[midway, right] {$\gamma$};
|
||||
\draw [->, dashed] (CB) -- (OB2) node[midway, left] {$\delta$ (медл.)};
|
||||
% Размерно-селективный выход
|
||||
\draw [->, red, thick] (CB) -- (esc) node[midway, right] {\small $k_{\text{esc}}(r)$};
|
||||
\node [red] at (6,-4) {$r$ -- радиус иона};
|
||||
\end{tikzpicture}
|
||||
\end{center}
|
||||
|
||||
\end{document}
|
||||
BIN
models/pdf/1.pdf
Normal file
BIN
models/pdf/1.pdf
Normal file
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BIN
models/pdf/1.synctex.gz
Normal file
BIN
models/pdf/1.synctex.gz
Normal file
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BIN
models/pdf/models_list.pdf
Normal file
BIN
models/pdf/models_list.pdf
Normal file
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BIN
models/pdf/models_list.synctex.gz
Normal file
BIN
models/pdf/models_list.synctex.gz
Normal file
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15
models/tmp/1.aux
Normal file
15
models/tmp/1.aux
Normal file
|
|
@ -0,0 +1,15 @@
|
|||
\relax
|
||||
\ProvideDocumentCommand \xpg@aux {mm}{}
|
||||
\providecommand\hyper@newdestlabel[2]{}
|
||||
\providecommand*\HyPL@Entry[1]{}
|
||||
\catcode `"\active
|
||||
\HyPL@Entry{0<</S/D>>}
|
||||
\@writefile{toc}{\xpg@aux {}{russian}}
|
||||
\@writefile{toc}{\contentsline {section}{\numberline {1}Схема модели}{1}{section.1}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {section}{\numberline {2}Дифференциальные уравнения}{1}{section.2}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {section}{\numberline {3}Решение системы дифференциальных уравнений}{1}{section.3}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {subsection}{\numberline {3.1}Матричная форма}{1}{subsection.3.1}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {subsection}{\numberline {3.2}Нахождение собственных значений}{2}{subsection.3.2}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {subsection}{\numberline {3.3}Ток через мембрану}{2}{subsection.3.3}\protected@file@percent }
|
||||
\@writefile{toc}{\contentsline {section}{\numberline {4}Вычисление констант из экспериментальных данных}{3}{section.4}\protected@file@percent }
|
||||
\gdef \@abspage@last{3}
|
||||
159
models/tmp/1.fdb_latexmk
Normal file
159
models/tmp/1.fdb_latexmk
Normal file
|
|
@ -0,0 +1,159 @@
|
|||
# Fdb version 4
|
||||
["xdvipdfmx"] 1779465113.41361 "tmp/1.xdv" "pdf/1.pdf" "pdf/1" 1779465114.79825 0
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||||
"tmp/1.xdv" 1779465113 25264 a0e2c0a36c3bf2e2544447f199144e62 "xelatex"
|
||||
(generated)
|
||||
"pdf/1.pdf"
|
||||
(rewritten before read)
|
||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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||||
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(generated)
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"tmp/1.aux"
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"tmp/1.log"
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"tmp/1.out"
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"tmp/1.xdv"
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(rewritten before read)
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283
models/tmp/1.fls
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283
models/tmp/1.fls
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PWD c:\Users\SEROTO~1\Desktop\A77D~1\models
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\generic\intcalc\intcalc.sty
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This is XeTeX, Version 3.141592653-2.6-0.999998 (MiKTeX 26.2) (preloaded format=xelatex 2026.5.22) 22 MAY 2026 18:51
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**./1.tex
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***********
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||||
LaTeX2e <2025-11-01>
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L3 programming layer <2026-01-19>
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***********
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|
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|
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7
models/tmp/1.out
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BIN
models/tmp/1.xdv
Normal file
BIN
models/tmp/1.xdv
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|
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||||
136
models/tmp/models_list.fdb_latexmk
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|
|
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# Fdb version 4
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||||
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||||
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|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/math/pgfmathfunctions.basic.code.tex" 1756451144 28178 41c17713108e0795aac6fef3d275fbca ""
|
||||
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||||
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||||
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|
||||
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||||
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||||
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||||
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||||
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||||
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/modules/pgfmodulematrix.code.tex" 1756451143 21211 1e73ec76bd73964d84197cc3d2685b01 ""
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||||
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/modules/pgfmoduleshapes.code.tex" 1756451143 44792 c4a5a3feba777682c1d16420f2f01a5b ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/pgf.revision.tex" 1756451143 116 760d50e6a16543bf6edb475635793673 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgf.cfg" 1756451144 926 2963ea0dcf6cc6c0a770b69ec46a477b ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsys-common-pdf.def" 1756451144 5542 32f75a31ea6c3a7e1148cd6d5e93dbb7 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsys-dvipdfmx.def" 1756451144 18502 31140cc20a1b5a69491b497afc514e2d ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsys-xetex.def" 1756451144 2926 cf943e23420d552258ae428601f26fbf ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsys.code.tex" 1756451144 61355 39904e7552da3800a6838d41440943a5 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex" 1756451144 1896 b8e0ca0ac371d74c0ca05583f6313c91 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex" 1756451144 7778 53c8b5623d80238f6a20aa1df1868e63 ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgffor.code.tex" 1756451143 24033 d8893a1ec4d1bfa101b172754743d340 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgfkeys.code.tex" 1756451143 39784 414c54e866ebab4b801e2ad81d9b21d8 ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgfkeyslibraryfiltered.code.tex" 1756451143 37436 50ba7794827e363eec9ea3467c15c6d7 ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgfrcs.code.tex" 1756451143 4385 510565c2f07998c8a0e14f0ec07ff23c ""
|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgfutil-common.tex" 1756451143 30029 c49ea8f95207c46731469c614daf4e33 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/generic/pgf/utilities/pgfutil-latex.def" 1756451143 7067 11553488d1600cac6a0cfca012fca111 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsfonts/amsfonts.sty" 1358197772 5949 3f3fd50a8cc94c3d4cbf4fc66cd3df1c ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsfonts/amssymb.sty" 1358197772 13829 94730e64147574077f8ecfea9bb69af4 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsfonts/umsa.fd" 1358197772 961 6518c6525a34feb5e8250ffa91731cff ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsfonts/umsb.fd" 1358197772 961 d02606146ba5601b5645f987c92e6193 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsmath/amsbsy.sty" 1762695272 2222 27db7d52163edae53881b71ff62e754e ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsmath/amsgen.sty" 1762695271 4173 1b3e76addfb8afcb47db4811d66e1dc6 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsmath/amsmath.sty" 1762695272 88471 b1bb09142edddebd46ba986341b867bd ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsmath/amsopn.sty" 1762695271 4474 c510a88aa5f51b8c773b50a7ee92befd ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/amsmath/amstext.sty" 1762695272 2444 9983e1d0683f102e3b190c64a49313aa ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/base/article.cls" 1761900684 20144 b966087dda3b194755eb460d32e2ef75 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/base/fontenc.sty" 1761900684 5275 6f9d359641b36842524cdb97716ab75f ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/base/size12.clo" 1761900684 8449 8dc66c6c313c8eb2d774af83bca435dd ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/etoolbox/etoolbox.sty" 1759409308 46885 8953c67ffba03252c6090aa19568b8ba ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/fontspec/fontspec-xetex.sty" 1759156201 164714 a0cc5579dc5aec4384653d8dd1b3832a ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/fontspec/fontspec.cfg" 1759156201 549 c4adac819276241fea8eb79c5ab7b99e ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/fontspec/fontspec.sty" 1759156201 3804 debc05110ffb506cef68ea4e72c7bcee ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/geometry/geometry.cfg" 1773583286 1083 f69f5eb2d8e249286c59dd1340122e59 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/geometry/geometry.sty" 1773583286 41904 7711079366884e0d15963c9d40019853 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics-cfg/color.cfg" 1465894292 1213 620bba36b25224fa9b7e1ccb4ecb76fd ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics-cfg/graphics.cfg" 1465894292 1224 978390e9c2234eab29404bc21b268d1e ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics-def/xetex.def" 1762694372 14788 68cddb076430acc268ef4203b6523355 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics/graphics.sty" 1749322634 18363 69bb4f5538964bfea50d1e6d89cbe69f ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics/graphicx.sty" 1749322634 8118 43b99e52946c33a23f5f43b52d5cc5ec ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics/keyval.sty" 1749322634 2671 d9941f4bf4750e9b0603c9a2ec54693b ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics/mathcolor.ltx" 1749322634 2885 9c645d672ae17285bba324998918efd8 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/graphics/trig.sty" 1749322634 4023 e66acf578d6b564c4670fb57ff336a7a ""
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||||
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||||
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||||
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||||
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||||
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||||
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|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty" 1756451144 989 c49c8ae06d96f8b15869da7428047b1e ""
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||||
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/pgf/math/pgfmath.sty" 1756451144 306 c56a323ca5bf9242f54474ced10fca71 ""
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||||
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|
||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/pgf/utilities/pgffor.sty" 1756451144 348 ee405e64380c11319f0e249fed57e6c5 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/pgf/utilities/pgfkeys.sty" 1756451144 274 5ae372b7df79135d240456a1c6f2cf9a ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/pgf/utilities/pgfrcs.sty" 1756451144 325 f9f16d12354225b7dd52a3321f085955 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/polyglossia/babelsh.def" 1776492250 23466 4f32d20157bd4fe5781370b8cb2a7d37 ""
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||||
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/polyglossia/gloss-latex.ldf" 1776492250 966 f9d7e352b3a85be928eab2643ddcf390 ""
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||||
"C:/Users/serotonin/AppData/Local/Programs/MiKTeX/tex/latex/polyglossia/gloss-russian.ldf" 1776492250 11618 4a7b3ab920d5eb340cc967f2359c310b ""
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"models_list.tex" 1779654548 5787 16964fc126ed8cac873a1617ee2f33da ""
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"tmp/models_list.aux" 1779654551 131 b30749f0a6fb49aa5586f0b14a9261b8 "xelatex"
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(generated)
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"tmp/models_list.aux"
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"tmp/models_list.log"
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"tmp/models_list.xdv"
|
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(rewritten before read)
|
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221
models/tmp/models_list.fls
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221
models/tmp/models_list.fls
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@ -0,0 +1,221 @@
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PWD c:\Users\SEROTO~1\Desktop\A77D~1\models
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INPUT C:\Users\serotonin\AppData\Local\MiKTeX\miktex\data\le\xetex\xelatex.fmt
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INPUT models_list.tex
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OUTPUT c:\Users\SEROTO~1\Desktop\A77D~1\models\tmp\models_list.log
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\article.cls
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\size12.clo
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\size12.clo
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\size12.clo
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3packages\xparse\xparse.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3packages\xparse\xparse.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3kernel\expl3.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3kernel\expl3.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3backend\l3backend-xetex.def
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\l3backend\l3backend-xetex.def
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec-xetex.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec-xetex.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\fontenc.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\base\fontenc.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec.cfg
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec.cfg
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\fontspec\fontspec.cfg
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\polyglossia.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\polyglossia.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\etoolbox\etoolbox.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\etoolbox\etoolbox.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\generic\iftex\iftex.sty
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\generic\iftex\iftex.sty
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-latex.ldf
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-latex.ldf
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-russian.ldf
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-russian.ldf
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\xpg-cyrillicnumbers.sty
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\xpg-cyrillicnumbers.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\babelsh.def
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\babelsh.def
|
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INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-english.ldf
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\polyglossia\gloss-english.ldf
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsmath.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsmath.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsopn.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amstext.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amstext.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsgen.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsgen.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsbsy.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsbsy.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsmath\amsopn.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsfonts\amssymb.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsfonts\amssymb.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsfonts\amsfonts.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\amsfonts\amsfonts.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\geometry\geometry.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\geometry\geometry.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\graphics\keyval.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\latex\graphics\keyval.sty
|
||||
INPUT C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex\generic\iftex\ifvtex.sty
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
\c@pgfmathroundto@lastzeros=\count319
|
||||
)) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/math\pgfint.code.tex) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorepoints.code.tex
|
||||
File: pgfcorepoints.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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||||
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|
||||
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|
||||
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|
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|
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorepathconstruct.code.tex
|
||||
File: pgfcorepathconstruct.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
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|
||||
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorepathusage.code.tex
|
||||
File: pgfcorepathusage.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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|
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorescopes.code.tex
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||||
File: pgfcorescopes.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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|
||||
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|
||||
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|
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcoregraphicstate.code.tex
|
||||
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|
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|
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|
||||
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|
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|
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|
||||
File: pgfcorequick.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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|
||||
File: pgfcoreobjects.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorepathprocessing.code.tex
|
||||
File: pgfcorepathprocessing.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorearrows.code.tex
|
||||
File: pgfcorearrows.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcoreshade.code.tex
|
||||
File: pgfcoreshade.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgf@max=\dimen263
|
||||
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|
||||
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcoreimage.code.tex
|
||||
File: pgfcoreimage.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcoreexternal.code.tex
|
||||
File: pgfcoreexternal.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgfexternal@startupbox=\box60
|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorelayers.code.tex
|
||||
File: pgfcorelayers.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcoretransparency.code.tex
|
||||
File: pgfcoretransparency.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorepatterns.code.tex
|
||||
File: pgfcorepatterns.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/basiclayer\pgfcorerdf.code.tex
|
||||
File: pgfcorerdf.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
))) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/modules\pgfmoduleshapes.code.tex
|
||||
File: pgfmoduleshapes.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgfnodeparttextbox=\box61
|
||||
) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/modules\pgfmoduleplot.code.tex
|
||||
File: pgfmoduleplot.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
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|
||||
Package: pgfcomp-version-0-65 2025-08-29 v3.1.11a (3.1.11a)
|
||||
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|
||||
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|
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) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/pgf/compatibility\pgfcomp-version-1-18.sty
|
||||
Package: pgfcomp-version-1-18 2025-08-29 v3.1.11a (3.1.11a)
|
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)) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/pgf/utilities\pgffor.sty (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/pgf/utilities\pgfkeys.sty (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/utilities\pgfkeys.code.tex)) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/pgf/math\pgfmath.sty (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/math\pgfmath.code.tex)) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/utilities\pgffor.code.tex
|
||||
Package: pgffor 2025-08-29 v3.1.11a (3.1.11a)
|
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|
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|
||||
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|
||||
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|
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)) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/frontendlayer/tikz\tikz.code.tex
|
||||
Package: tikz 2025-08-29 v3.1.11a (3.1.11a)
|
||||
(C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/libraries\pgflibraryplothandlers.code.tex
|
||||
File: pgflibraryplothandlers.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgf@plot@mark@count=\count323
|
||||
\pgfplotmarksize=\dimen268
|
||||
)
|
||||
\tikz@lastx=\dimen269
|
||||
\tikz@lasty=\dimen270
|
||||
\tikz@lastxsaved=\dimen271
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
\tikz@figbox=\box62
|
||||
\tikz@figbox@bg=\box63
|
||||
\tikz@tempbox=\box64
|
||||
\tikz@tempbox@bg=\box65
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
(C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/modules\pgfmodulematrix.code.tex
|
||||
File: pgfmodulematrix.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgfmatrixcurrentrow=\count328
|
||||
\pgfmatrixcurrentcolumn=\count329
|
||||
\pgf@matrix@numberofcolumns=\count330
|
||||
)
|
||||
\tikz@expandcount=\count331
|
||||
(C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/frontendlayer/tikz/libraries\tikzlibrarytopaths.code.tex
|
||||
File: tikzlibrarytopaths.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
))) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/libraries\pgflibraryarrows.meta.code.tex
|
||||
File: pgflibraryarrows.meta.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
\pgfarrowinset=\dimen277
|
||||
\pgfarrowlength=\dimen278
|
||||
\pgfarrowwidth=\dimen279
|
||||
\pgfarrowlinewidth=\dimen280
|
||||
) (C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/generic/pgf/frontendlayer/tikz/libraries\tikzlibrarypositioning.code.tex
|
||||
File: tikzlibrarypositioning.code.tex 2025-08-29 v3.1.11a (3.1.11a)
|
||||
) (c:\Users\SEROTO~1\Desktop\A77D~1\models\tmp\models_list.aux)
|
||||
\openout1 = `models_list.aux'.
|
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|
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LaTeX Font Info: Checking defaults for OML/cmm/m/it on input line 14.
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LaTeX Font Info: ... okay on input line 14.
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LaTeX Font Info: Checking defaults for OMS/cmsy/m/n on input line 14.
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LaTeX Font Info: Checking defaults for OT1/cmr/m/n on input line 14.
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LaTeX Font Info: ... okay on input line 14.
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LaTeX Font Info: Checking defaults for T1/cmr/m/n on input line 14.
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LaTeX Font Info: ... okay on input line 14.
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LaTeX Font Info: Checking defaults for TS1/cmr/m/n on input line 14.
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LaTeX Font Info: ... okay on input line 14.
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LaTeX Font Info: Checking defaults for TU/lmr/m/n on input line 14.
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LaTeX Font Info: ... okay on input line 14.
|
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LaTeX Font Info: Checking defaults for OMX/cmex/m/n on input line 14.
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LaTeX Font Info: ... okay on input line 14.
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LaTeX Font Info: Checking defaults for U/cmr/m/n on input line 14.
|
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LaTeX Font Info: ... okay on input line 14.
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|
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Package fontspec Info:
|
||||
(fontspec) Adjusting the maths setup (use [no-math] to avoid
|
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(fontspec) this).
|
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|
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|
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LaTeX Font Info: Overwriting symbol font `legacymaths' in version `bold'
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(Font) OT1/cmr/m/n --> OT1/cmr/bx/n on input line 14.
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LaTeX Font Info: Redeclaring math accent \acute on input line 14.
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LaTeX Font Info: Redeclaring math accent \mathring on input line 14.
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LaTeX Font Info: Redeclaring math symbol \Lambda on input line 14.
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LaTeX Font Info: Redeclaring math symbol \Upsilon on input line 14.
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LaTeX Font Info: Redeclaring math symbol \Phi on input line 14.
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LaTeX Font Info: Redeclaring math symbol \Psi on input line 14.
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LaTeX Font Info: Redeclaring math symbol \Omega on input line 14.
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LaTeX Font Info: Redeclaring math symbol \mathdollar on input line 14.
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LaTeX Font Info: Redeclaring symbol font `operators' on input line 14.
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LaTeX Font Info: Encoding `OT1' has changed to `TU' for symbol font
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(Font) `operators' in the math version `normal' on input line 14.
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LaTeX Font Info: Overwriting symbol font `operators' in version `normal'
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(Font) OT1/cmr/m/n --> TU/TimesNewRoman(0)/m/n on input line 14.
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(Font) `operators' in the math version `bold' on input line 14.
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(Font) OT1/cmr/bx/n --> TU/TimesNewRoman(0)/m/n on input line 14.
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LaTeX Font Info: Overwriting symbol font `operators' in version `normal'
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(Font) TU/TimesNewRoman(0)/m/n --> TU/TimesNewRoman(0)/m/n on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathit' in version `normal'
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(Font) OT1/cmr/m/it --> TU/TimesNewRoman(0)/m/it on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathbf' in version `normal'
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(Font) OT1/cmr/bx/n --> TU/TimesNewRoman(0)/b/n on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathsf' in version `normal'
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(Font) TU/TimesNewRoman(0)/m/n --> TU/TimesNewRoman(0)/b/n on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathit' in version `bold'
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(Font) OT1/cmr/bx/it --> TU/TimesNewRoman(0)/b/it on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathsf' in version `bold'
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(Font) OT1/cmss/bx/n --> TU/lmss/b/n on input line 14.
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LaTeX Font Info: Overwriting math alphabet `\mathtt' in version `bold'
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(Font) OT1/cmtt/m/n --> TU/lmtt/b/n on input line 14.
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*geometry* driver: auto-detecting
|
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*geometry* detected driver: xetex
|
||||
*geometry* verbose mode - [ preamble ] result:
|
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* driver: xetex
|
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|
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* \topskip=12.0pt
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* \footskip=30.0pt
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* \marginparwidth=35.0pt
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* \marginparsep=10.0pt
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* \columnsep=10.0pt
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* \skip\footins=10.8pt plus 4.0pt minus 2.0pt
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* \hoffset=0.0pt
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* \voffset=0.0pt
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* \mag=1000
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* \@twocolumnfalse
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LaTeX Font Info: Trying to load font information for U+msa on input line 21.
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(C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/amsfonts\umsa.fd
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File: umsa.fd 2013/01/14 v3.01 AMS symbols A
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)
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LaTeX Font Info: Trying to load font information for U+msb on input line 21.
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(C:\Users\serotonin\AppData\Local\Programs\MiKTeX\tex/latex/amsfonts\umsb.fd
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File: umsb.fd 2013/01/14 v3.01 AMS symbols B
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)
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Overfull \hbox (2.92458pt too wide) in paragraph at lines 107--107
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[]\TU/TimesNewRoman(1)/m/n/12 цитоплазму
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[]
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|
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[1
|
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|
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] [2] (c:\Users\SEROTO~1\Desktop\A77D~1\models\tmp\models_list.aux)
|
||||
***********
|
||||
LaTeX2e <2025-11-01>
|
||||
L3 programming layer <2026-01-19>
|
||||
***********
|
||||
)
|
||||
Here is how much of TeX's memory you used:
|
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17533 strings out of 402982
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45971 multiletter control sequences out of 15000+600000
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634106 words of font info for 88 fonts, out of 8000000 for 9000
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1348 hyphenation exceptions out of 8191
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102i,7n,107p,444b,730s stack positions out of 10000i,1000n,20000p,200000b,200000s
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|
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Output written on c:\Users\SEROTO~1\Desktop\A77D~1\models\tmp\models_list.xdv (2 pages, 34392 bytes).
|
||||
5
models/tmp/models_list.out
Normal file
5
models/tmp/models_list.out
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|
|
@ -0,0 +1,5 @@
|
|||
\BOOKMARK [1][-]{section.1}{\376\377\004\034\004\076\004\064\004\065\004\073\004\114\000\040\0001\000:\000\040\004\036\004\064\004\075\004\076\004\101\004\060\004\071\004\102\004\076\004\062\004\113\004\071\000\040\004\061\004\073\004\076\004\072\000\040\004\076\004\102\004\072\004\100\004\113\004\102\004\076\004\063\004\076\000\040\004\072\004\060\004\075\004\060\004\073\004\060}{}% 1
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||||
\BOOKMARK [1][-]{section.2}{\376\377\004\034\004\076\004\064\004\065\004\073\004\114\000\040\0002\000:\000\040\004\037\004\076\004\101\004\073\004\065\004\064\004\076\004\062\004\060\004\102\004\065\004\073\004\114\004\075\004\060\004\117\000\040\004\064\004\062\004\103\004\105\004\101\004\060\004\071\004\102\004\076\004\062\004\060\004\117\000\040\004\061\004\073\004\076\004\072\004\060\004\064\004\060}{}% 2
|
||||
\BOOKMARK [1][-]{section.3}{\376\377\004\034\004\076\004\064\004\065\004\073\004\114\000\040\0003\000:\000\040\004\033\004\076\004\062\004\103\004\110\004\065\004\107\004\075\004\113\004\071\000\040\004\061\004\073\004\076\004\072\000\040\000\050\000t\000r\000a\000p\000p\000i\000n\000g\000\051}{}% 3
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||||
\BOOKMARK [1][-]{section.4}{\376\377\004\034\004\076\004\064\004\065\004\073\004\114\000\040\0004\000:\000\040\004\037\004\100\004\065\004\061\004\073\004\076\004\072\004\060\004\064\004\060\000\040\004\067\004\060\004\072\004\100\004\113\004\102\004\076\004\063\004\076\000\040\004\072\004\060\004\075\004\060\004\073\004\060}{}% 4
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\BOOKMARK [1][-]{section.5}{\376\377\004\034\004\076\004\064\004\065\004\073\004\114\000\040\0005\000:\000\040\004\040\004\060\004\067\004\074\004\065\004\100\004\075\004\076\000-\004\101\004\065\004\073\004\065\004\072\004\102\004\070\004\062\004\075\004\113\004\071\000\040\000t\000r\000a\000p\000p\000i\000n\000g}{}% 5
|
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models/tmp/models_list.xdv
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papers/merge.pdf
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scripts/main.py
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scripts/main.py
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|
|
@ -0,0 +1,47 @@
|
|||
import matplotlib.pyplot as plt
|
||||
import pandas as pd
|
||||
import numpy as np
|
||||
|
||||
def plot_csv(file_path):
|
||||
df = pd.read_csv(file_path, decimal=',', sep=';')
|
||||
plt.plot(df.iloc[1:, 0], df.iloc[1:, 1], linewidth=0.5)
|
||||
plt.title(file_path)
|
||||
plt.xlabel(df.columns[0])
|
||||
plt.ylabel(df.columns[1])
|
||||
plt.grid(True)
|
||||
plt.show()
|
||||
|
||||
def shift_x_to_zero(input_file, output_file):
|
||||
df = pd.read_csv(input_file, decimal=',', sep=';')
|
||||
df.iloc[1:, 0] = df.iloc[1:, 0] - df.iloc[1:, 0].iloc[0]
|
||||
df.to_csv(output_file, index=False, decimal=',', sep=';')
|
||||
|
||||
def normalize_current(input_path, output_path, frac_avg=0.05):
|
||||
df = pd.read_csv(input_path, sep=';', decimal=',')
|
||||
t = df.iloc[:, 0].values
|
||||
I = df.iloc[:, 1].values
|
||||
n = len(I)
|
||||
n_avg = max(1, int(n * frac_avg))
|
||||
first_mean = np.mean(I[:n_avg])
|
||||
last_mean = np.mean(I[-n_avg:])
|
||||
if first_mean > last_mean:
|
||||
I_max = first_mean
|
||||
I_min = last_mean
|
||||
else:
|
||||
I_max = last_mean
|
||||
I_min = first_mean
|
||||
I_norm = 1-(I - I_min)/abs(I_max - I_min)
|
||||
out = pd.DataFrame({'Time': t, 'I_norm': I_norm})
|
||||
out.to_csv(output_path, sep=';', decimal=',', index=False)
|
||||
|
||||
|
||||
files = ["MEM_16M_B.csv", "MEM_1M_B.csv", "MEM_4M_B.csv", "MRZ_2.178_16.7M_B.csv", "MRZ_2.178_5.6M_B.csv", "MRZ_2.178_50M_B.csv", "MEM_16M_R.csv", "MEM_1M_R.csv", "MEM_4M_R.csv", "MRZ_2.178_16.7M_R.csv", "MRZ_2.178_5.6M_R.csv", "MRZ_2.178_50M_R.csv"]
|
||||
|
||||
dir1 = "data/raw/"
|
||||
dir2 = "data/processed/"
|
||||
|
||||
for file in files:
|
||||
shift_x_to_zero(dir1 + file, dir2 + file)
|
||||
normalize_current(dir2 + file, dir2 + file)
|
||||
plot_csv(dir2 + file)
|
||||
# plot_csv(dir1 + file)
|
||||
209
templates/model_analitic.tex
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templates/model_analitic.tex
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|
|
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|
|||
\documentclass[12pt,a4paper]{article}
|
||||
|
||||
\usepackage[T2A]{fontenc}
|
||||
\usepackage[utf8]{inputenc}
|
||||
\usepackage[russian]{babel}
|
||||
|
||||
\usepackage{amsmath, amssymb, amsfonts}
|
||||
\usepackage{graphicx}
|
||||
\usepackage{geometry}
|
||||
\geometry{top=2cm, bottom=2cm, left=2.5cm, right=2cm}
|
||||
\usepackage{enumitem}
|
||||
\usepackage{hyperref}
|
||||
|
||||
|
||||
|
||||
\title{Кинетическая модель \textbf{<Название модели>} \\ NMDA-канала}
|
||||
\author{Теоретический вывод}
|
||||
\date{}
|
||||
|
||||
\begin{document}
|
||||
|
||||
\maketitle
|
||||
|
||||
\section{Схема модели}
|
||||
|
||||
\begin{center}
|
||||
% Здесь будет графическая или текстовая схема переходов
|
||||
% Пример:
|
||||
% \[
|
||||
% C \xrightleftharpoons[l_2]{l_1[A]} C_A \xrightleftharpoons[\alpha]{\beta} O^* \xrightleftharpoons[k_2]{k_1[B]} O_B
|
||||
% \]
|
||||
\end{center}
|
||||
|
||||
\textbf{Обозначения:}
|
||||
\begin{itemize}[label=--]
|
||||
\item $C$ – закрытый канал, не связанный с агонистом
|
||||
\item $C_A$ – закрытый канал, связанный с агонистом
|
||||
\item $O^*$ – открытый (проводящий) канал, связанный с агонистом
|
||||
\item $O_B$ – открытый заблокированный канал
|
||||
\item $[A]$ – концентрация агониста (постоянная)
|
||||
\item $[B]$ – концентрация блокатора (переменная)
|
||||
\item $l_1, l_2$ – константы связывания/диссоциации агониста
|
||||
\item $\beta, \alpha$ – константы открытия/закрытия канала
|
||||
\item $k_1, k_2$ – константы связывания/диссоциации блокатора
|
||||
\end{itemize}
|
||||
|
||||
\section{Дифференциальные уравнения}
|
||||
|
||||
Система обыкновенных дифференциальных уравнений, описывающая изменение вероятностей нахождения канала в каждом состоянии, имеет вид:
|
||||
|
||||
\[
|
||||
\begin{cases}
|
||||
\dfrac{d[C]}{dt} = -l_1[A][C] + l_2[C_A] \\[10pt]
|
||||
\dfrac{d[C_A]}{dt} = l_1[A][C] - (l_2 + \beta)[C_A] + \alpha[O^*] \\[10pt]
|
||||
\dfrac{d[O^*]}{dt} = \beta[C_A] - (\alpha + k_1[B])[O^*] + k_2[O_B] \\[10pt]
|
||||
\dfrac{d[O_B]}{dt} = k_1[B][O^*] - k_2[O_B]
|
||||
\end{cases}
|
||||
\]
|
||||
|
||||
Условие нормировки:
|
||||
\[
|
||||
[C] + [C_A] + [O^*] + [O_B] = 1.
|
||||
\]
|
||||
|
||||
\section{Решение системы дифференциальных уравнений}
|
||||
|
||||
\subsection{Матричная форма}
|
||||
|
||||
Система может быть записана как:
|
||||
\[
|
||||
\frac{d\mathbf{X}}{dt} = \mathbf{A} \mathbf{X},
|
||||
\]
|
||||
где $\mathbf{X} = ([C], [C_A], [O^*], [O_B])^T$, а $\mathbf{A}$ – матрица коэффициентов.
|
||||
|
||||
Для данной модели матрица $\mathbf{A}$ имеет вид:
|
||||
\[
|
||||
\mathbf{A} = \begin{pmatrix}
|
||||
-l_1[A] & l_2 & 0 & 0 \\
|
||||
l_1[A] & -(l_2+\beta) & \alpha & 0 \\
|
||||
0 & \beta & -(\alpha+k_1[B]) & k_2 \\
|
||||
0 & 0 & k_1[B] & -k_2
|
||||
\end{pmatrix}.
|
||||
\]
|
||||
|
||||
\subsection{Нахождение собственных значений}
|
||||
|
||||
Решение ищется в виде $\mathbf{X}(t) = \sum_{i=1}^{4} C_i \mathbf{v}_i e^{\lambda_i t}$, где $\lambda_i$ – собственные значения $\mathbf{A}$ (корни характеристического полинома $|\mathbf{A} - \lambda\mathbf{I}| = 0$).
|
||||
|
||||
Одно из собственных значений всегда равно нулю ($\lambda_1 = 0$), остальные $\lambda_2, \lambda_3, \lambda_4$ – отрицательные действительные числа (или комплексно-сопряжённые с отрицательной действительной частью).
|
||||
|
||||
Для быстрых блокаторов ($k_2$ велика) и при насыщающей концентрации агониста система упрощается: переходы $C \to C_A \to O^*$ считаются быстрыми, и модель редуцируется до двух экспонент.
|
||||
|
||||
\subsection{Двухэкспоненциальная аппроксимация}
|
||||
|
||||
В условиях непрерывного присутствия агониста (высокая $[A]$) и когда блокировка медленнее активации, кинетика тока $I(t)$ при добавлении или удалении блокатора описывается суммой двух экспонент:
|
||||
|
||||
\[
|
||||
I(t) = I_S + (I_B - I_S) \left[ A_{fast} e^{-t/\tau_{fast}} + (1 - A_{fast}) e^{-t/\tau_{slow}} \right],
|
||||
\]
|
||||
|
||||
где:
|
||||
\begin{itemize}
|
||||
\item $I_S$ – стационарный ток до применения блокатора,
|
||||
\item $I_B$ – стационарный ток в присутствии блокатора,
|
||||
\item $A_{fast}$ – амплитуда быстрой компоненты,
|
||||
\item $\tau_{fast}, \tau_{slow}$ – быстрая и медленная постоянные времени.
|
||||
\end{itemize}
|
||||
|
||||
\subsection{Связь $\tau_{fast}, \tau_{slow}$ с кинетическими константами}
|
||||
|
||||
Для модели <название модели> получены следующие соотношения (приводятся в соответствующем разделе литературы):
|
||||
|
||||
\[
|
||||
\frac{1}{\tau_{fast}} = \lambda_2 = \frac{1}{2}\left( P + Q - \sqrt{(P-Q)^2 + 4R} \right),
|
||||
\]
|
||||
\[
|
||||
\frac{1}{\tau_{slow}} = \lambda_3 = \frac{1}{2}\left( P + Q + \sqrt{(P-Q)^2 + 4R} \right),
|
||||
\]
|
||||
где $P, Q, R$ – функции констант $k_1, k_2, k_3, k_4$ и концентраций $[A], [B]$.
|
||||
|
||||
В частном случае (для модели последовательного связывания двух молекул) получаем:
|
||||
|
||||
\[
|
||||
\frac{1}{\tau_{fast}^{off}} = k_2, \quad \frac{1}{\tau_{slow}^{off}} = k_4,
|
||||
\]
|
||||
\[
|
||||
\frac{1}{\tau_{fast}^{on}} = k_1[B] + k_2, \quad \frac{1}{\tau_{slow}^{on}} = k_3[B] + k_4.
|
||||
\]
|
||||
|
||||
\section{Вычисление констант из экспериментальных данных}
|
||||
|
||||
\subsection{Необходимые экспериментальные данные}
|
||||
|
||||
Для определения неизвестных кинетических параметров модели требуются следующие измерения (при фиксированной концентрации агониста $[A] = const$, обычно насыщающей):
|
||||
|
||||
\begin{enumerate}
|
||||
\item Зависимость $\tau_{fast}^{on}$ и $\tau_{slow}^{on}$ от концентрации блокатора $[B]$.
|
||||
\item Зависимость $\tau_{fast}^{off}$ и $\tau_{slow}^{off}$ от $[B]$ (обычно постоянны).
|
||||
\item Амплитуда быстрой компоненты $A_{fast}^{off}$ как функция $[B]$.
|
||||
\item Стационарная блокада $I_B/I_S$ как функция $[B]$.
|
||||
\end{enumerate}
|
||||
|
||||
\subsection{Алгоритм расчёта констант}
|
||||
|
||||
\subsubsection{Шаг 1. Определение $k_2$ и $k_4$}
|
||||
|
||||
Если модель предсказывает независимость $\tau_{fast}^{off}$ и $\tau_{slow}^{off}$ от $[B]$, то:
|
||||
|
||||
\[
|
||||
k_2 = \frac{1}{\tau_{fast}^{off}}, \quad k_4 = \frac{1}{\tau_{slow}^{off}}.
|
||||
\]
|
||||
|
||||
\subsubsection{Шаг 2. Определение $k_1$ и $k_3$}
|
||||
|
||||
Из зависимостей $\tau_{fast}^{on}([B])$ и $\tau_{slow}^{on}([B])$:
|
||||
|
||||
\[
|
||||
\frac{1}{\tau_{fast}^{on}} = k_1 [B] + k_2 \quad \Rightarrow \quad k_1 = \frac{d(1/\tau_{fast}^{on})}{d[B]},
|
||||
\]
|
||||
\[
|
||||
\frac{1}{\tau_{slow}^{on}} = k_3 [B] + k_4 \quad \Rightarrow \quad k_3 = \frac{d(1/\tau_{slow}^{on})}{d[B]}.
|
||||
\]
|
||||
|
||||
\subsubsection{Шаг 3. Проверка через $A_{fast}^{off}$}
|
||||
|
||||
Выражение для $A_{fast}^{off}$ через константы модели (выводится из собственных векторов):
|
||||
|
||||
\[
|
||||
A_{fast}^{off} = \frac{1 - \frac{k_3}{k_2}[B]}{1 + \frac{k_3}{k_4}[B]}.
|
||||
\]
|
||||
|
||||
Подстановка найденных $k_2, k_3, k_4$ должна воспроизвести экспериментальную зависимость $A_{fast}^{off}([B])$.
|
||||
|
||||
\subsubsection{Шаг 4. Проверка через стационарную блокаду}
|
||||
|
||||
Стационарная блокада при равновесии:
|
||||
|
||||
\[
|
||||
\frac{I_B}{I_S} = \frac{[O^*]_{[B]\neq0}}{[O^*]_{[B]=0}} = \frac{1}{1 + \frac{k_1}{k_2}[B] + \frac{k_1 k_3}{k_2 k_4}[B]^2}.
|
||||
\]
|
||||
|
||||
Сравнение рассчитанной кривой с экспериментальной служит финальной верификацией модели.
|
||||
|
||||
\subsection{Численный пример (гипотетический)}
|
||||
|
||||
Для иллюстрации: при $[B] = 10\ \mu\text{M}$ экспериментальные значения:
|
||||
\[
|
||||
\tau_{fast}^{off} = 1\ \text{с} \Rightarrow k_2 = 1\ \text{с}^{-1},
|
||||
\]
|
||||
\[
|
||||
\tau_{slow}^{off} = 10\ \text{с} \Rightarrow k_4 = 0.1\ \text{с}^{-1},
|
||||
\]
|
||||
\[
|
||||
1/\tau_{fast}^{on} = 1.1\ \text{с}^{-1} \text{ при } [B]=10\ \mu\text{M} \Rightarrow k_1 = 0.01\ \mu\text{M}^{-1}\text{с}^{-1}.
|
||||
\]
|
||||
|
||||
Затем по формулам вычисляется $A_{fast}^{off}$ и $I_B/I_S$, сравнивается с экспериментом.
|
||||
|
||||
\section{Заключение}
|
||||
|
||||
В данном файле представлена общая методология вывода кинетической модели NMDA-канала. Для конкретной модели \textbf{<Название модели>} в соответствующих разделах следует подставить:
|
||||
\begin{itemize}
|
||||
\item конкретную схему переходов,
|
||||
\item матрицу $\mathbf{A}$ соответствующей размерности,
|
||||
\item аналитические выражения для $\tau_{fast}, \tau_{slow}, A_{fast}$,
|
||||
\item экспериментальные значения из статей (таблицы, графики).
|
||||
\end{itemize}
|
||||
|
||||
\end{document}
|
||||
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Задание на НИР.docx
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Задание на НИР.docx
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Reference in New Issue
Block a user