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Use of higher-order frequency response functions for identification of nonlinear adsorption kinetics: Single mechanisms under isothermal conditions

机译:使用高阶频率响应函数识别非线性吸附动力学:等温条件下的单一机理

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摘要

The concept of higher-order frequency response functions (FRFs), which is based on Volterra series expansion of nonlinear functions, is used for analysis of kinetics of nonlinear adsorption systems. Four different kinetic mechanisms: Langmuir kinetics, film resistance control, micropore diffusion control and pore-surface diffusion control were analyzed and the results were compared. It was shown that, contrary to the linear frequency response characteristic functions, the higher-order FRFs corresponding to different mechanisms differ in shape. This result offers great potential for the identification of the adsorption-diffusion mechanism governing the process. It is shown that the second order FRFs give sufficient information for distinguishing different mechanisms. [References: 28]
机译:基于非线性函数的Volterra级数展开的高阶频率响应函数(FRF)的概念用于分析非线性吸附系统的动力学。分析了四种不同的动力学机制:朗缪尔动力学,膜电阻控制,微孔扩散控制和孔表面扩散控制,并对结果进行了比较。结果表明,与线性频率响应特性函数相反,对应于不同机制的高阶FRF的形状不同。该结果为确定控制该过程的吸附扩散机理提供了巨大的潜力。结果表明,二阶FRF提供了足够的信息来区分不同的机制。 [参考:28]

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