高速反应流的刚性积分方案研究

Lance D. Woolley, D. Schwer, R. Daines
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引用次数: 0

摘要

在高速反应推进流场的建模中,通过耦合刚性积分器来确定多维CFD代码中的化学反应速率,从而寻求改进。详细的化学动力学模型通常具有比流体时间尺度短得多的反应时间尺度,导致控制方程僵硬和鲁棒性问题。本文研究了刚性常微分方程解算器与对角化交替方向隐式解耦控制时间尺度的应用。这种耦合的ODE-ADI分离算子技术应用于氢气/空气化学的两个高速反应流。将刚性积分法的结果与采用8步和18步动力学模型的传统耦合方法进行了比较。讨论了时间步长选择、鲁棒性和不同解决方法之间结果的比较,以及CPU时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of a Stiff-Integrator Scheme for High-Speed Reacting Flows
Improvements in the modeling of high-speed reacting propulsion flowfields are sought through the coupling of a stiff integrator to determine chemical reaction rates with a multidimensional CFD code. Detailed chemical kinetics models usually have significantly shorter reaction time scales than the fluid time scales, resulting in stiff governing equations and robustness issues. The present work investigates the application of a stiff ordinary differential equation solver, coupled to a diagonalized alternating-direction implicit scheme to decouple the governing time scales. This coupled ODE-ADI split-operator technique is applied to two high-speed reacting flows using hydrogen/air chemistry. The results from the stiff integrator method are compared to the traditional coupled approach utilizing 8- and 18-step kinetics models. Time-step choice, robustness, and comparison of results between the different solution methods are discussed, along with CPU times.
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