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Sensitivity analysis for Eulerian PDF methods

机译:欧拉PDF方法的灵敏度分析

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摘要

The joint probability density function (PDF) of thermochemical variables can be used for accurately computing the combustion source term in turbulent flows. Evolution of the PDF in physical and composition spaces is governed by a transport equation which requires modeling of sub-filter mixing process. Mixing models used in PDF methods are known to have a substantial impact on reactions, and can therefore signinantly influence flame stabilization in turbulent combustors. A systematic approach is required for studying the effect of variations in the mixing model constant on reactions. The objective of this work is to develop a sensitivity based frame-work to study this problem. The approach presented here is developed in the context of the direct quadrature method of moments (DQMOM), which is an Eulerian method for solving the PDF transport equation. Governing equations for the corresponding differential sensitivity analysis are formulated and implemented in a practical large eddy simulation (LES) solver. The DQMOM-sensitivity approach is then used for studying an experimental supersonic combustor.
机译:热化学变量的联合概率密度函数(PDF)可用于精确计算湍流中的燃烧源项。 PDF在物理空间和成分空间中的演化由传输方程控制,该方程需要对子过滤器混合过程进行建模。众所周知,PDF方法中使用的混合模型会对反应产生重大影响,因此可以显着影响湍流燃烧器的火焰稳定性。需要一种系统的方法来研究混合模型常数的变化对反应的影响。这项工作的目的是开发一个基于敏感性的框架来研究这个问题。本文介绍的方法是在矩量直接正交方法(DQMOM)的背景下开发的,该方法是求解PDF输运方程的欧拉方法。相应的差分灵敏度分析的控制方程式已在实用的大型涡流仿真(LES)求解器中制定和实现。然后将DQMOM灵敏度方法用于研究实验性超音速燃烧器。

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