首页> 外文会议>The 2001 ASME International Mechanical Engineering Congress and Exposition, 2001, Nov 11-16, 2001, New York, New York >NUMERICAL MODELING OF AEROSOL TRANSPORT AND REMOVAL IN CHANNELS USING THE PARTICLE TRACKING METHOD
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NUMERICAL MODELING OF AEROSOL TRANSPORT AND REMOVAL IN CHANNELS USING THE PARTICLE TRACKING METHOD

机译:颗粒物追踪法对通道内气溶胶迁移和去除的数值模拟

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Turbulent transport and deposition of microscopic particles in commonly-used large, and micro-channels were investigated. The objective was to examine the suitability of the Reynolds-averaged Navier-Stokes (RANS)-type turbulence models, along with a Monte-Carlo Lagrangian particle tracking method that accounts for the stochastic particle-turbulent eddy interactions, for the modeling of aerosol transport when a multitude of forces act on the particles. The computer program KTVA-3 (Amsden et al., 1993) was modified and enhanced by adding several turbulence models, and including appropriate models for the effect of the following mechanisms on particle motion: drag, gravity, thermophoresis, Brownian dispersion, and shear-induced (Saffman) lift force. The effect of Brownian motion was modeled by including a random, white noise force term in the particle equation of motion. Parametric simulations were performed, leading to the following main observations. For the transport and deposition of microscopic particles, in addition to the turbulent dispersion, several other dispersion mechanisms were important. The k-s and Reynolds-stress transport models provided similar predictions for sub-micron particles, but differed significantly for larger particles.The model provided physically consistent results with correct trends in all the simulations. The methodology, however, appears to be expensive in terms of computations, and further work is needed for streamlining the numerical solution methods and physical models.
机译:在常用的大通道和微通道中研究了微观颗粒的湍流输运和沉积。目的是检查雷诺平均Navier-Stokes(RANS)型湍流模型的适用性,以及考虑了随机颗粒-湍流涡流相互作用的Monte-Carlo Lagrangian颗粒追踪方法,以进行气溶胶传输建模当许多力作用在粒子上时。通过添加几个湍流模型对计算机程序KTVA-3(Amsden等,1993)进行了修改和增强,其中包括适当的模型,这些模型对以下机制对粒子运动的影响:阻力,重力,热泳,布朗分散和剪切-Saffman提升力。通过在运动的粒子方程中包括随机的白噪声力项来模拟布朗运动的效果。进行了参数模拟,得出以下主要观察结果。对于微观颗粒的运输和沉积,除了湍流分散外,其他几种分散机制也很重要。 k-s和雷诺应力传输模型对亚微米颗粒提供了相似的预测,但对于较大的颗粒却有显着差异。但是,该方法在计算方面似乎很昂贵,并且需要进一步的工作来简化数值解方法和物理模型。

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