Asymptotic testing the problem of mathematical modeling by anomalous IEF-regimen
UDC
004.942Abstract
The article is devoted to asymptotic testing the problem of mathematical modeling by "anomalous-regimen" Isoelectric Focusing (IEF) aqueous solution of ampholytes in natural pH-gradients. The existence of "anomalous-regimen" with transformation the classical Gaussian distribution to the anomalous delta-shaped distribution is shown.
Keywords:
mathematical model, IEF, Gaussian distributionReferences
- Mosher R.A., Thormann W. High-resolution computer simulation of the dynamics of isoelectric focusing using carrier ampholytes: The post-separation stabilizing phase revisited // Electrophoresis. 2007. No 23. P. 1803-1814.
- Thormann W., Huang T., Pawliszyn J., Mosher R.A. High-resolution computer simulation of the dynamics of isoelectric focusing of proteins // Electrophoresis. 2004. No 25. P. 324-337.
- Thormann W., Mosher R.A. High-resolution computer simulation of the dynamics of isoelectric focusing using carrier ampholytes: Focusing with concurrent electrophoretic mobilization is an isotachophoretic process. Research Article // Electrophoresis. 2006. No 27. P. 968-983.
- Rigetti P.G. Isoelectric focusing: Theory, Methodology and Application. Elsevier Biomedical Press, New-York-Oxford: Elsevier, 1983. 386. (Имеется перевод: Ригетти П. Изоэлектрическое фокусирование. Теория, методы и применение. М.: Мир. 1986. 398 с.)
- Sakharova L.V., Vladimirov V.A., Zhukov M.Yu. Anomalous pH-gradient in Ampholyte Solution. arXiv: 0902.3758vl [physics.chem-ph] 21 Feb 2009.
- Бабский В.Г., Жуков М.Ю., Юдович В.И. Математическая теория электрофореза: Применение к методам фракционирования биополимеров. Киев: Наукова думка, 1983. 202 с.
- Жуков М.Ю. Массоперенос электрическим полем. Ростов н/Д: Изд-во Ростовского ун-та, 2005. 216 с.
Downloads
Downloads
Dates
Submitted
Accepted
Published
How to Cite
License
Copyright (c) 2011 Сахарова Л.В.
This work is licensed under a Creative Commons Attribution 4.0 International License.