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首页> 外文期刊>Numerical Heat Transfer, Part A. Application: An International Journal of Computation and Methodology >Transient natural convection inside porous cavities: Hybrid numerical-analytical solution and mixed symbolic-numerical computation
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Transient natural convection inside porous cavities: Hybrid numerical-analytical solution and mixed symbolic-numerical computation

机译:多孔腔内的瞬态自然对流:混合数值解析解决方案和混合符号数值计算

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摘要

A hybrid numerical-analytical solution for two-dimensional transient-free convection is presented and applied to a vertical porous cavity, based on application of the ideas in the generalized integral transform technique (GITT). The integral transformation process reduces the original coupled partial differential equations (PDEs),for stream function and temperature, into an infinite system of nonlinear ordinary differential equations (ODEs) for the transformed potentials, which is adaptively truncated and numerically solved through subroutine NDSolve from the Mathematica software system. All the analytical steps in the solution procedure are symbolically evaluated through the Mathematica package, mixing with the numerical computations and graphic representation. [References: 14]
机译:提出了二维无瞬态对流的混合数值分析方法,并基于广义积分变换技术(GITT)中的思想,将其应用于垂直多孔腔。积分变换过程将流函数和温度的原始耦合偏微分方程(PDE)简化为用于变换后的势的非线性普通微分方程(ODE)的无限系统,该系统自适应地将其截断并通过子例程NDSolve对其进行数值求解。 Mathematica软件系统。解决方案过程中的所有分析步骤均通过Mathematica软件包进行符号评估,并与数值计算和图形表示进行混合。 [参考:14]

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