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变压吸附过程数学模型及其应用 被引量:6

Pressure Swing Adsorption Models And Its Applications
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摘要 从基本假设、吸附平衡、传质模型、控制方程等方面分析了变压吸附过程的数学模型的构成。从传质模型来区分,PSA数学模型主要有平衡模型、线性推动力模型和孔扩散模型。不同的数学模型具有各自的优缺点,适用不同的PSA分离过程。在建模过程中,应该选用既能反映实际过程又能尽量简化的模型。 This paper analyses the aspects of the assumptions, equilibrium relations, mass transfer models, the control equations, and boundary and initial conditions for a PSA mathematical modeL The three different models are classified according to the mass transfer models. It is necessary to choose a proper model for specialized PSA process.
出处 《低温与特气》 CAS 2006年第1期36-42,共7页 Low Temperature and Specialty Gases
关键词 变压吸附 传质模型 数学模型 应用 pressure swing adsorption mass transfer models mathematical models application
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参考文献34

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