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Preconditioning of gas dynamics equations in compressible gas flow computations at low mach numbers

机译:低马赫数下可压缩气流计算中的气体动力学方程式预处理

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摘要

Features of the simulation of low-velocity inviscid and viscous compressible gas flows are considered, and a finite-volume discretization of gas dynamics equations at low Mach numbers on unstructured meshes is discussed. Preconditioning based on the use of physical variables is used to speed up the convergence of time marching to a steady state and to improve the accuracy of the steady-state solution. The structure of the preconditioning matrix and the diagonalization of the Jacobian of the preconditioned system of equations are discussed. The capabilities of this approach are demonstrated using model gasdynamic simulations ing a wide range of Mach numbers.
机译:考虑了低速无粘性和粘性可压缩气流的模拟特征,并讨论了非结构网格上低马赫数的气体动力学方程的有限体积离散化。使用基于物理变量的预处理可加快时间行进到稳态的收敛速度,并提高稳态解的准确性。讨论了预处理矩阵的结构和方程组的雅可比对角化。通过对各种马赫数的模型气体动力学模拟,证明了该方法的功能。

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