首页> 外文期刊>Electrophoresis: The Official Journal of the International Electrophoresis Society >DYNAMICS OF PEAK DISPERSION IN CAPILLARY ZONE ELECTROPHORESIS INCLUDING WALL ADSORPTION .1. THEORETICAL MODEL AND RESULTS OF SIMULATION
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DYNAMICS OF PEAK DISPERSION IN CAPILLARY ZONE ELECTROPHORESIS INCLUDING WALL ADSORPTION .1. THEORETICAL MODEL AND RESULTS OF SIMULATION

机译:壁吸附对毛细管区带电泳峰分散的影响1。理论模型和仿真结果

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摘要

A mathematical model is described for the simulation of peak profiles in capillary zone electrophoresis taking wall adsorption into account. It is based on such physico-chemical relations as mass balance equations, sorption rate equations and appropriate boundary conditions. The numerical solution of the model is carried out, allowing the depiction of the concentration profile of the sample in the capillary as a result of the dynamics of the processes involved, which depend on a number of input parameters: rate constants, adsorption isotherms, column dimensions, field strength etc. Four cases are discussed in detail, namely those with either slow or fast adsorption kinetics and linear or nonlinear isotherms. [References: 25]
机译:描述了一种数学模型,用于模拟考虑壁吸附的毛细管区带电泳中的峰分布。它基于诸如质量平衡方程式,吸附速率方程式和适当的边界条件之类的物理化学关系。进行了模型的数值求解,从而可以根据所涉及过程的动力学描述毛细管中样品的浓度分布,该过程取决于多个输入参数:速率常数,吸附等温线,色谱柱尺寸,场强等。详细讨论了四种情况,即具有缓慢或快速吸附动力学以及线性或非线性等温线的情况。 [参考:25]

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