• 有限体积为核心,建立了求解浅水方程对流扩散方程模型体系

    Based on the Finite Volume Methods (FVM), model system is developed to solve the 2d shallow water equation and convection-diffusion equation.

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  • 基于河工模型相似理论浅水方程推导出潮汐河口水流运动的相似条件

    Based on similarity theory of the physical model, the similarity condition of the current movement in the tidal estuary was deduced from the 2D shallow water equations.

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  • 浅水方程粘性给出一个离散方案将其应用于求解台阶流动问题

    We give a discretization method for the viscous terms of the two-dimensional shallow water equations , and the obtained discretized equations are used to solve the backward-facing step flow problem.

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  • 二维浅水非恒定控制方程出发,建立了一个二维湖泊流体动力学模型

    Based on the two-dimension adlittoral non-invariablenes flow control equation of lakes, a hydrodynamic model of lakes was built up.

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  • 导出浅水流动方程速度环量的随体导数表达式,以此为基础,分析了二维浅水流动中旋涡的动力学性质

    The vorticity equation was first established and the characteristics of vortex motion in two-dimensional shallow-water flows was analyzed, and then discrete vortex method (DVM) was briefly described.

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  • 采用二分步法积分型方程出发,有限控制建立守恒差分格式,对二维浅方程进行求解

    By use of the time split method, a conservation difference formula is established to find the solution to the shallow water equation based on the finite volume control method from integral equations.

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  • 利用非线性方程,讨论了黄海主要分潮(全日潮、半日潮浅水分潮)数值模拟中的有关问题

    By applying two dimensional tidal equations, problems in tidal simulation of Bohai Sea and Huanghai Sea have been solved.

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  • 提出建立伴随方程分解技术通过浅水方程的伴随方程的建立,研究建立伴随方程数学方法

    We put forward a decomposing technology of creating the adjoint equation. By creating the 2-d shallow-water equation, we study the mathematical method of creating the adjoint equation.

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  • 介绍本文求解方程采用的高精度分辨的无结构网格有限体积数值模型

    To solve the 2-d shallow water equations, the numerical model which adopted the high order and high resolution finite volume method on unstructured grids was introduced.

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  • 介绍本文求解方程采用的高精度分辨的无结构网格有限体积数值模型

    To solve the 2-d shallow water equations, the numerical model which adopted the high order and high resolution finite volume method on unstructured grids was introduced.

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