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A computational fluid dynamics (CFD) approach for the modeling of flux in a polymeric membrane using finite volume method

机译:一种使用有限体积法在聚合物膜中焊剂建模的计算流体动力学(CFD)方法

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摘要

The computational fluid dynamics (CFD) modeling in this study observes steady-state mass transfer in a polymeric membrane. The efficiency, robustness, and reliability of recent numerical methods for finding solutions to flow problems have given rise to the implementation of CFD as a broadly used analysis method for engineering problems like membrane separation system. This study is novel due to the implementation of user-defined scalar diffusion equation by using user-defined functions in finite volume method (FVM). During the implementation of governing equation and boundary conditions important details of the FVM are discussed in detail. In this research, the flux profile is reported calculated from the pressure gradient for a steady-state problem.
机译:该研究中的计算流体动力学(CFD)建模在聚合物膜中观察到稳态的传质。 近期数值方法的效率,稳健性和可靠性,用于查找流量问题的解决方案已经引起了CFD的实现,作为膜分离系统等工程问题的广泛使用的分析方法。 由于在有限卷方法(FVM)中使用用户定义的函数,本研究是由于用户定义的标量扩散方程而实现的新颖。 在实施管理方程和边界条件期间,详细讨论了FVM的重要细节。 在本研究中,报告了磁通曲线从压力梯度计算稳态问题。

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