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Coupled coagulation of aerosol particles at large Knudsen and small Peclet numbers

机译:大努努森数和小佩克列数下的气溶胶颗粒的耦合凝结

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摘要

At large Knudsen number, the medium can be approximated by a molecular system, and the equa- tion for the pair-distribution function is then established. When the Peclet number is small, the matched asymptotic ex- pansions of singular perturbation theory is used to solve the equation of the pair-distribution function. A third-order ex- pansion for the dimensionless coagulation rate (Nusselt number) is thus obtained. Comparison of numeric results of the coagulation rate in a molecular system and that in a continuous medium bas shown that the coagulation rate in a molecu- lar system is much larger than that in a continuous medium
机译:在大努森数下,可以通过分子系统近似介质,然后建立成对分布函数的方程。当Peclet数小时,奇异摄动理论的匹配渐近展开用于求解对分布函数的方程。这样就获得了无因次凝固速率(努塞尔数)的三次扩展。分子系统和连续介质中凝结速率数值结果的比较表明,分子系统中的凝结速率远大于连续介质中的凝结速率

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