Approximation of weak solution for the problem of a pH-gradient creation in isoelectrofocusing

机译：等电聚焦中pH梯度产生问题的弱溶液的逼近

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摘要

The mathematical model describing the stationary natural pH-gradient arising under the action of an electric field in an aqueous solution of ampholytes is constructed and investigated. The model is a part of a more general model of the isoelectrofocusing process. Investigation is based on the approximation of a weak solution by the piecewise continuous non-smooth functions. The method can be used for solving classes of problems for ordinary differential equations with a small parameter at the highest derivatives and the turning points.

机译：建立并研究了描述在两性电解质水溶液中电场作用下产生的静态自然pH梯度的数学模型。该模型是等电聚焦过程的更通用模型的一部分。研究基于分段连续非光滑函数对弱解的近似。该方法可用于求解在最高导数和转折点处具有较小参数的常微分方程的问题类别。

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期刊名称 Proceedings. Mathematical Physical and Engineering Sciences
作者
L. V. Sakharova; E. V. Shiryaeva; M. Yu. Zhukov;
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作者单位

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年(卷),期 -1(470),2171
年度 -1
页码 20140290
总页数 18
原文格式 PDF
正文语种
中图分类病理学;
关键词
weak solution approximation isoelectrofocusing;

机译：弱解;近似;等电聚焦;

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1. Approximation of weak solution for the problem of a pH-gradient creation in isoelectrofocusing [J] . L. V. Sakharova, E. V. Shiryaeva, M. Yu. Zhukov Proceedings of the Royal Society. Mathematical, physical and engineering sciences . 2014,第2171期

机译：等电聚焦中pH梯度产生问题的弱溶液的逼近
2. Approximations to time-optimal boundary controls for weak generalized solutions of the wave equation [J] . Ivanov D. A., Potapov M. M. Computational mathematics and mathematical physics . 2017,第4期

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5. The weak field approximation and the strong field approximation for a quantum mechanical two -state system with an applied time-dependent force. [D] . Ropiak, Cynthia Ann. 1999

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6. Protein solution structure determination using distances from two-dimensional nuclear Overhauser effect experiments: effect of approximations on the accuracy of derived structures. [O] . P D Thomas, V J Basus, T L James 1991

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7. Approximation of weak solution for the problem of a pH-gradient creation in isoelectrofocusing [O] . L. V. Sakharova, E. V. Shiryaeva, M. Yu. Zhukov 2014

机译：异电焦型对PH梯度创造问题弱解的近似
8. Weak Solutions of a Mildly Nonlinear Dirichlet Problem and a Finite Difference Approximation Scheme [R] . Rosenzweig, M. B. 1970

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Approximation of weak solution for the problem of a pH-gradient creation in isoelectrofocusing

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