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Optimal control of oxidation-reduction processes in electrochemical reactors with flowing volumetric porous electrodes. Mathematical models

机译:具有体积多孔电极流动的电化学反应器中氧化还原过程的最佳控制。数学模型

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As to the solution of problems in control of electrochemical reactors with VPE, two directions of research seem to be the most promising ones. The first direction is in the optimization of construction items of the reactor at the expense of precise selection of electrical conductivity of an electrode, as the function dependent on one of spatial coordinate. The second direction is in optimal process control of an electrochemical deposition in the situation when the relation of the dimensional current density on electrodes of reactor to the temporary coordinate of process is selected as a control parameter. To work on these topics, it is necessary to use methods of mathematical modeling of electrochemical processes in porous media, as well as mathematical methods of solutions of problems of optimal control. In addition, an experimental verification of mathematical findings is necessary. To do this, it is proposed to elaborate methods for obtaining of carbon fibrous materials with given properties, such as, for example with given electrical conductivity.
机译:关于用VPE控制电化学反应器中的问题的解决方案,两个研究方向似乎是最有前途的。第一个方向是优化反应器的构造,但要以精确选择电极的电导率为代价,该函数取决于空间坐标之一。第二方向是在选择反应器电极上的尺寸电流密度与过程的临时坐标的关系作为控制参数的情况下的电化学沉积的最佳过程控制。为了解决这些问题,有必要使用多孔介质中电化学过程的数学建模方法以及最优控制问题解决方案的数学方法。另外,必须对数学发现进行实验验证。为此,建议完善用于获得具有给定特性(例如具有给定电导率)的碳纤维材料的方法。

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