首页> 外文会议>ASME/JSME/KSME Joint Fluids Engineering Conference;AJK2011 >KINETIC APPROACH FOR SOLID INERTIAL PARTICLE DEPOSITION IN TURBULENT NEAR-WALL REGION FLOW LATTICE BOLTZMANN BASED NUMERICAL RESOLUTION
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KINETIC APPROACH FOR SOLID INERTIAL PARTICLE DEPOSITION IN TURBULENT NEAR-WALL REGION FLOW LATTICE BOLTZMANN BASED NUMERICAL RESOLUTION

机译:基于湍流近壁面流动格子Boltzmann数值解的固体惰性颗粒沉积动力学方法

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The purpose of the paper is the deposition on the wall of inertial solid particles suspended in turbulent flow. The modeling of such a system is based on a statistical description using a Probability Density Function. In the PDF transport equation, an original model proposed Aguinaga et al. (2009) is used to close the term representing the fluid-particle interactions. The resulting kinetic equation may be difficult to solve especially in the case of the particle response time is smaller than the integral time scale of the turbulence. In the present paper, the Lattice Boltzmann Method is used in order to overcome such numerical problems. The accuracy of the method and its ability to solve the two-phase kinetic equation is analyzed in the simple case of inertial particles in homogeneous isotropic turbulence for which Lagrangian random walk simulation results are available. The results from LBM are in accordance with the random walk simulations.
机译:本文的目的是在湍流中悬浮的惯性固体颗粒在壁上的沉积。这种系统的建模基于使用概率密度函数的统计描述。在PDF输运方程中,Aguinaga等人提出了一个原始模型。 (2009)被用来封闭代表流体-粒子相互作用的术语。所产生的动力学方程可能难以求解,尤其是在粒子响应时间小于湍流的积分时间标度的情况下。在本文中,使用格子Boltzmann方法来克服此类数值问题。在简单的均质各向同性湍流中的惯性粒子情况下,分析了该方法的准确性及其求解两相动力学方程的能力,对于拉格朗日随机游走的模拟结果,该方法是可行的。 LBM的结果与随机游走模拟一致。

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