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An improved immersed moving boundary for hydrodynamic force calculation in lattice Boltzmann method

机译:晶格Boltzmann方法中流体动力计算的改进的浸入式边界

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Particles suspension is considerably prevalent in petroleum industry and chemical engineering. The efficient and accurate simulation of such a process is always a challenge for both the traditional computational fluid dynamics and lattice Boltzmann method. Immersed moving boundary (IMB) method is promising to resolve this issue by introducing a particle-fluid interaction term in the standard lattice Boltzmann equation, which allows for the smooth hydrodynamic force calculation even for a large grid size relative to the solid particle. Although the IMB method was proved good for stationary particles, the deviation of hydrodynamic force on moving particles exists. In this work, we reveal the physical origin of this problem first and figure out that the internal fluid effect on the hydrodynamic force calculation is not counted in the previous IMB. An improved immersed moving boundary method is therefore proposed by considering the internal fluid correction, which is easy to implement with the little extra computation cost. A 2D single elliptical particle and a 3D sphere sedimentation in Newtonian fluid is simulated directly for the validation of the corrected model by excellent agreements with the standard data.
机译:石油工业和化学工程中的颗粒悬浮液显着普遍。这种过程的高效和准确模拟始终是传统的计算流体动力学和格子Boltzmann方法的挑战。浸没的移动边界(IMB)方法是希望通过在标准格子玻璃板方程中引入颗粒流体相互作用项来解决这个问题,这允许平滑的流体动力学力计算,即使相对于固体颗粒的大电网尺寸也是如此。虽然对静止颗粒证实了IMB方法,但是流体动力力对移动颗粒的偏差存在。在这项工作中,我们首先揭示了这个问题的物理来源,并弄清楚了在先前的IMB中没有计数对流体动力计算的内部流体效应。因此,通过考虑内部流体校正来提出改进的浸入式移动边界方法,这易于利用额外的计算成本来实现。通过与标准数据的良好协议直接模拟牛顿流体中的2D单椭圆粒度和牛顿流体中的3D球沉降。

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