1、

To demonstrate the capability in solving interaction problems of multiple rigid body and fluid, the whole methodology coupled with rigid body dynamics equations is used to simulate propagating shock and double cube interaction, time-dependent flow structures are obtained.

作为多个自由刚体与流体耦合运动问题的简单例证,耦合刚体动力学方程,模拟了激波与双立方体的相互作用,得到了非定常流场结构。

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2、

Investigation on Boundary Element Method for Solving the Time-dependent Compressible Flow of Fluid

求解非定常可压缩流动问题的边界元方法的研究

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3、

Research on Variation Analytical Approach for Time-dependent Rotation Flow of Non-newtonian Fluid in a Ring Sleeve

环形套管内非牛顿流体非定常旋转流动变分解析法研究

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4、

The flow pattern of grouts was analyzed systematically. By taking the time-dependent behavior of viscosity into generalized Bingham fluid constitutive equation, the grout diffusion law in hydrostatic and hydrodynamic conditions was researched.

系统分析了浆液流型,采用考虑浆液粘度时变性的广义宾汉流体本构方程,研究了浆液在静水和动水条件下的扩散规律,建立了单平板裂隙条件下的注浆扩散运移方程。

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