MATHEMATICAL MODEL OF TWO-CHAMBER ELECTROLYSER DYNAMICS FOR STUDYING PROPERTIES OF ION EXCHANGE MEMBRANES BASED ON PROTON IONIC LIQUIDS

Mykola Koshel, S. Koshel, Y. Polishchuk
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Abstract

A mathematical model of mass transfer processes in the electrolysis of one-component solutions of 1,1 symmetric strong electrolytes NaOH and NaCl in a two-chamber electrochemical reactor with mesh electrodes based on platinum titanium is formulated. Experimental modeling of processes is performed was carried out under conditions of continuous precise monitoring of the system (NaOH concentration and volume of solution in the chambers).The electrolysis system was designed to balance the flow of components through the membrane to study its properties and to determine five unknown parameters of mathematical modeling of the process. The mathematical model is a system of equations, which includes the unknown transfer numbers of counterions through the membrane, the electrolyte diffusion coefficient, the electroosmotic flux constant, and the empirical parameters of the approximating expressions.
研究质子离子液体离子交换膜性质的双室电解槽动力学数学模型
建立了在铂钛网状电极双室电化学反应器中电解1,1对称强电解质NaOH和NaCl单组分溶液传质过程的数学模型。在连续精确监测系统(NaOH浓度和室中溶液体积)的条件下,进行了过程的实验建模。设计了电解系统来平衡各组分通过膜的流量,研究其性质,并确定了该过程数学建模的五个未知参数。数学模型是一个方程组,它包括未知的反离子通过膜的转移数、电解质扩散系数、电渗透通量常数以及近似表达式的经验参数。
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