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SIMULATION OF DRAG FORCE ON FRACTAL FLOCS DURING SETTLING THROUGH LATTICE BOLTZMANN METHOD

机译:格子Boltzmann方法沉降过程中分形絮体的拉力模拟

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The hydrodynamic drag force of fractal flocs during settling is examined by the Lattice Boltzmann method. The relationships between drag forces of fractal flocs and the fractal type, floc size and floc settling velocity are discussed according to the simulations. The analysis of the drag force on fractal flocs shows that the simulations are consistent with calculations from the analytical results. The ratio of drag force on fractal flocs and floc size is linear relationship with the floc settling velocity, which is shown that the flow filed around the flocs is Stokes flow. Moreover, the settling velocities and drag forces on flocs formed by DLCCA are larger than flocs formed by DLA, when the flocs are composed of the same primaries particles.
机译:分形絮凝物在沉降过程中的水动力阻力通过莱迪思·波尔兹曼方法进行了研究。通过模拟讨论了分形絮状物的曳力与分形类型,絮状物尺寸和絮凝沉降速度之间的关系。分形絮体的拖曳力分析表明,模拟结果与分析结果的计算结果吻合。分形絮状物上的阻力与絮状物尺寸的比值与絮状物沉降速度呈线性关系,这表明絮凝物周围的流动是斯托克斯流。此外,当絮凝物由相同的原生粒子组成时,由DLCCA形成的絮凝物的沉降速度和阻力要大于由DLA形成的絮凝物。

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