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Nonlinear Frequency Response measurements of gas adsorption equilibrium and kinetics: New apparatus and experimental verification

机译:气体吸附平衡和动力学的非线性频率响应测量:新装置和实验验证

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A new apparatus for experimental validation of the Nonlinear Frequency Response (NFR) method for investigation of gas adsorption is presented. The apparatus has been designed as a batch adsorber with sinusoidal modulation of the volume, with an amplitude that can be varied. Fast and accurate measurements of pressure, gas temperature and particle temperature responses are employed. The measurement routine and data analysis are demonstrated by CO2 adsorption on zeolite 5A particles of two different diameters. The responses for input amplitudes of 3% and 7% of the volume change are measured. The concept of blank FRFs is introduced as a new way to incorporate the results of blank experiments for elimination of spurious effects. The first- and second order FRFs which relate the adsorbed quantity to the pressure (F-1(omega) and F-2(omega,omega)) are calculated based on the measured pressure responses. The first order FRF which relates the particle temperature to the pressure (H-1(omega)) is calculated from the particle temperature responses. The characteristics of F-1(omega), F-2(omega,omega) and H-1(omega) for spherical beads of 1.7 mm agree with the corresponding theoretical ones for nonisothermal macropore diffusion model. The equilibrium and kinetic parameters are estimated from these functions. The results of this study confirm the applicability of NFR method for characterization of gas adsorption and show significance of the extension of analysis to the nonlinear range. (C) 2015 Elsevier Ltd. All rights reserved.
机译:提出了一种新的用于实验验证的非线性频率响应(NFR)方法用于气体吸附研究的设备。该设备已被设计为批量吸附器,具有正弦调制的体积,其幅度可以变化。快速,准确地测量压力,气体温度和颗粒温度响应。通过在两个不同直径的5A沸石颗粒上的CO2吸附来证明测量程序和数据分析。测量了输入幅度为音量变化3%和7%的响应。引入空白FRF的概念是合并空白实验结果以消除杂散效应的新方法。基于测得的压力响应,计算将吸附量与压力(F-1Ω和F-2Ω)相关的一阶和二阶FRF。根据颗粒温度响应计算将颗粒温度与压力(H-1Ω)相关的一阶FRF。 1.7mm球形珠的F-1(ω),F-2(ω)和H-1(ω)的特性与非等温大孔扩散模型的相应理论相符。从这些函数估计平衡和动力学参数。这项研究的结果证实了NFR方法在表征气体吸附中的适用性,并显示了将分析扩展到非线性范围的意义。 (C)2015 Elsevier Ltd.保留所有权利。

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