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Numerical Simulation of Two Dimensional Unsteady Flow By Total Variation Diminishing Scheme

机译:总变分减小方案对二维非定常流动的数值模拟

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In recent years, many researchers have suggested various numerical techniques to solve the engineering problems likefluid flow intricacies. The objective of this paper is to introduce a numerical approach to simulate treatment ofincompressible fluid flow in two-dimensional unsteady flow with the shallow water equations system. The governingequations were solved by Finite Volume Method in explicit conditions. Moreover, to discretize the governing equations,total variation diminishing scheme was employed in the unstructured triangular grid systems, directly. For evaluating thenumerical results of developed model, the Flow3D software was used. In this direction, two hypothetical cases have beendeveloped to investigate the accuracy of the results of the suggested model by Flow3D software. The comparisonbetween numerical results of developed model and simulations of Flow3D software, shows good agreement.Furthermore, the suggested model can obtain acceptable results with less number of meshes than Flow3D software.
机译:近年来,许多研究人员提出了多种数值技术来解决诸如流体复杂性之类的工程问题。本文的目的是介绍一种数值方法,用浅水方程组模拟对二维非定常流动中不可压缩流体的处理。在显式条件下用有限体积法求解了控制方程。此外,为了离散化控制方程,在非结构化三角网格系统中直接采用了总变化量减小方案。为了评估所开发模型的数值结果,使用了Flow3D软件。在这个方向上,已经开发出两个假设的案例来研究Flow3D软件对建议模型结果的准确性。所开发的模型的数值结果与Flow3D软件的仿真结果之间的比较显示出良好的一致性。此外,与Flow3D软件相比,所建议的模型可以用更少的网格数获得可接受的结果。

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