Hiperboliskā tipa masas pārneses vienādojums kādam bioķīmiska procesa matemātiskajam modelim

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Hiperboliskā tipa masas pārneses vienādojums kādam bioķīmiska procesa matemātiskajam modelim

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Tradicionālajā matemātiskajā modelī fiksētu daļiņu reakcijām bioķīmiskajā modelī, lieto- jot nekustīgus enzīmus, izmanto Fika likumu. Rezultātā tiek iegūta jaukta veida prob- lēma paraboliska tipa otrās kārtas parciālam diferenciālvienādojumam. Pēdējā laikā lit- eratūrā tiek ieteikta Fika likuma modifikācija, kuras rezutlātā masas pārneses procesa aprakstīšana tiek reducēta uz hiperboliska tipa diferenciālvienādojumu. Tad atbilstošās problēmas atrisinājums ir oscilējošs, atbilstoši bioķīmiķu eksperimentos novērotajam. Matemātiskā modeļa problēmas risinātas analītiski un analizēta to atrisinājumu iz- turēšanās atkarībā no parametriem. Bibliogrāfija 8 nosaukumi. Atslēgas vārdi: masas parneses procesa matemātiskais modelis, matemātiskās fizikas vienā- dojumi, jaukta veida problēma, analītisks atrisinājums

year	journal	country	edition	language
2013-01-01

https://dspace.lu.lv/dspace/handle/7/21646

PEPhysical Sciences and Engineering
- PE2Fundamental Constituents of Matter
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LSLife Sciences
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SHSocial Sciences and Humanities
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