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Development of high fidelity soot aerosol dynamics models using method of moments with interpolative closure

机译:使用内插矩量法开发高保真烟尘气溶胶动力学模型

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摘要

The method of moments with interpolative closure (MOMIC) for soot formation and growth provides a detailed modeling framework maintaining a good balance in generality, accuracy, robustness, and computational efficiency. This study presents several computational issues in the development and implementation of the MOMIC-based soot modeling for direct numerical simulations (DNS). The issues of concern include a wide dynamic range of numbers, choice of normalization, high effective Schmidt number of soot particles, and realizability of the soot particle size distribution function (PSDF). These problems are not unique to DNS, but they are often exacerbated by the high-order numerical schemes used in DNS. Four specific issues are discussed in this article: the treatment of soot diffusion, choice of interpolation scheme for MOMIC, an approach to deal with strongly oxidizing environments, and realizability of the PSDF. General, robust, and stable approaches are sought to address these issues, minimizing the use of ad hoc treatments such as clipping. The solutions proposed and demonstrated here are being applied to generate new physical insight into complex turbulence-chemistry-soot-radiation interactions in turbulent reacting flows using DNS. © 2014 Copyright Taylor and Francis Group, LLC.
机译:烟灰形成和生长的插值矩矩法(MOMIC)提供了详细的建模框架,在通用性,准确性,鲁棒性和计算效率上保持了良好的平衡。这项研究提出了在基于MOMIC的烟尘模型用于直接数值模拟(DNS)的开发和实现中的几个计算问题。令人关注的问题包括数量的动态范围宽,标准化的选择,烟尘颗粒的高有效Schmidt数量以及烟尘粒度分布函数(PSDF)的可实现性。这些问题不是DNS所独有的,但DNS中使用的高阶数字方案通常会加剧这些问题。本文讨论了四个具体问题:烟尘扩散的处理,MOMIC的插值方案的选择,应对强氧化环境的方法以及PSDF的可实现性。寻求通用,鲁棒和稳定的方法来解决这些问题,从而最大程度地减少诸如剪裁之类的特殊处理。本文中提出和演示的解决方案正被应用来生成对使用DNS的湍流反应流中的复杂湍流-化学-烟灰-辐射相互作用的新物理见解。 ©2014版权所有,泰勒和弗朗西斯集团有限公司。

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