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气相色谱运动过程仿真
引用本文:吴志勇,方芳,周建科. 气相色谱运动过程仿真[J]. 色谱, 1999, 17(6): 544-546
作者姓名:吴志勇  方芳  周建科
作者单位:[1]河北大学理化中心 [2]河北大学化学系
摘    要:通过对组分在色谱柱内运动过程的仿真,指出平均归一化线速与实际过程的当地线速的区别及其对保留时间模拟准确度的影响。

关 键 词:过程仿真  模型误差  气相色谱法  

Simulation of Gas Chromatographic Peak Motion Process
WU Zhi|yong ,FANG Fang ,ZHOU Jian|ke. Simulation of Gas Chromatographic Peak Motion Process[J]. Chinese journal of chromatography, 1999, 17(6): 544-546
Authors:WU Zhi|yong   FANG Fang   ZHOU Jian|ke
Affiliation:Center of Phy & Chem University of Hebei, Baoding 071002, China.
Abstract:Solute motion process under different temperature, pressure and/or flow program conditions is simulated with the aid of numerical calculation of the differential equation. It is demonstrated that there exist some differences between the normalized average linear velocity and the normalized local linear velocity. As time develops, they intercept, and may not reach the column end at the same time, thus may result in errors in retention time simulation. In constant pressure process, where the compressibility factor(j) does not change, simulation results in a model index of 1, and no model difference can be found when the integrate equation is used. In pressure varying process, where j changes by time, simulation results in an model index which deviates to 1, and positive (for a j decrease process) or negative (for a j increase process) error can be found when the integrate equation is used. The numerical solution of the differential equation is singular under given programs, which corresponds to a specific space line in z, t, u coordinates.
Keywords:gas chromatography  process simulation  model error
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