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Enhancement of uncoupled nonlinear equations method for determining kinetic parameters in case of hydrogen evolution reaction after dropping two assumptions

机译:抛弃两个假设后发生放氢反应的动力学参数的解耦非线性方程法的改进

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Hydrogen evolution reaction involves three reaction steps, i.e., Volmer, Heyrovsky and Tafel. Out of six kinetic parameters, only four are independent. Tafel polarization and alternating current admittance data at various frequencies and at various overpotentials can be utilized for obtaining values of independent kinetic parameters. In the previous work [Bhardwaj M, Balasubramaniam R. Uncoupled nonlinear equations method for determining kinetic parameters in case of hydrogen evolution reaction following Volmer-Heyrovsky-Tafel mechanism and Volmer-Heyrovsky mechanism. Int J Hydrogen Energy 2008;33:2178-88], uncoupled nonlinear equations methods for determining kinetic parameters in case of systems following Volmer-Heyrovsky-Tafel mechanism and Volmer-Heyrovsky mechanism were developed. In that work, Heyrovsky and Tafel backward reaction rates were neglected and Volmer and Heyrovsky symmetry factors were assumed equal to half for obtaining the values of kinetic parameters. In the present work, both of these assumptions have been dropped and uncoupled nonlinear equations have been re-derived. The equations have been validated using literature data.
机译:析氢反应涉及三个反应步骤,即Volmer,Heyrovsky和Tafel。在六个动力学参数中,只有四个是独立的。可以利用在各种频率和各种超电势下的Tafel极化和交流电导纳数据来获得独立动力学参数的值。在以前的工作中[Bhardwaj M,Balasubramaniam R.解耦非线性方程方法,在遵循Volmer-Heyrovsky-Tafel机理和Volmer-Heyrovsky机理进行放氢反应的情况下,确定动力学参数。 Int J Hydrogen Energy 2008; 33:2178-88],开发了用于确定遵循Volmer-Heyrovsky-Tafel机理和Volmer-Heyrovsky机理的系统动力学参数的解耦非线性方程方法。在这项工作中,忽略了Heyrovsky和Tafel的后向反应速率,并假设Volmer和Heyrovsky对称因子等于一半,以获得动力学参数值。在目前的工作中,这两个假设都被删除,非耦合非线性方程式被重新推导。该方程已使用文献数据进行了验证。

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