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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Nonlinear Frequency Response Analysis as a Tool for Identification of Adsorption Kinetics: Case Study—Pore-Surface Diffusion Control
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Nonlinear Frequency Response Analysis as a Tool for Identification of Adsorption Kinetics: Case Study—Pore-Surface Diffusion Control

机译:非线性频率响应分析作为用于识别吸附动力学的工具:案例研究 - 孔隙表面扩散控制

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摘要

In the present paper, the Nonlinear Frequency Response (NFR) analysis is applied for theoretical study of kinetics of adsorption governed by pore-surface diffusion. The concept of higher-order frequency response functions (FRFs) is used. Based on a nonlinear mathematical model for adsorption of pure gas and spherical adsorbent particles, the theoretical first- and second-order FRFs, which relate the adsorbate concentration in the particle to the surrounding pressure (F1(ω) and F2(ω,ω)), have been derived. The obtained FRFs have been simulated for different steady-state pressures and different ratios (between zero and one) of surface to pore diffusion coefficients. The results show that, unlike F1(ω), F2(ω,ω) exhibits features which unambiguously distinguish the pore-surface diffusion model from pure pore diffusion and micropore diffusion. Based on the characteristic features of F1(ω) and F2(ω,ω), a new methodology for direct estimation of the separate values of the pore and surface diffusion coefficients has been established.
机译:在本文中,应用非线性频率响应(NFR)分析用于通过孔隙表面扩散治理的吸附动力学的理论研究。使用高阶频率响应函数(FRFS)的概念。基于非线性数学模型,用于吸附纯气体和球形吸附剂颗粒,理论上的第一和二阶FRF,其将颗粒中的吸附浓度与周围压力(F1(ω)和F2(ω,ω)相关联),已被派生。已经为所获得的FRFS模拟用于不同的稳态压力和表面的不同比率(在零和一)到孔扩散系数。结果表明,与F1(ω)不同,F2(ω,ω)显示出明确地区分孔表面扩散模型与纯孔扩散和微孔扩散的特征。基于F1(ω)和F2(ω,ω)的特征,已经建立了一种新的孔和表面扩散系数的单独值的新方法。

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