低马赫数内部流动压力计算的计算气动声学(CAA)/大涡模拟(LES)耦合方法

P. Bénez, G. Lartigue, V. Moureau, G. Ribert, Marine Robin
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引用次数: 0

摘要

低马赫数湍流内部流动压力波动的预测非定常模拟具有挑战性,因为声波和熵波的传播速度差异很大。本文针对低马赫数内部流动中气动声学噪声和压力的数值计算问题,提出了一种计算-气动声学(CAA) /大涡模拟(LES)混合方法。该算法基于求解低马赫数Navier-Stokes方程的分步法和全隐式线性声学解算器的耦合。由声波求解器计算的亥姆霍兹方程得到的压力场由动力贡献和声学贡献组成。采用Newmark时间积分法结合隐式非反射边界条件(non - reflection - boundaries - conditions, NRBC)隐式求解Helmholtz方程,并以相同的对流时间步长推进两个解。通过简单的测试实例说明了线性声学求解器的性能,并通过对复杂的半工业燃烧器等温流动的气动声学模拟验证了耦合方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Coupled Computational Aero-Acoustics (CAA)/ Large-Eddy Simulation (LES) Approach for the Pressure Calculation in Internal Low-Mach Number Flows
The predictive unsteady simulation of pressure fluctuations in turbulent internal flows at low-Mach number is challenging because of the very different propagation speeds of the acoustic and entropy waves. In this paper, a hybrid Computational-Aero-Acoustics (CAA) / Large-Eddy-Simulation (LES) approach tailored for the numerical calculation of aero-acoustic noise and pressure in internal low-Mach number flow is developed to alleviate the acoustic time step restriction. The algorithm is based on the coupling of a fractional-step method used to solve the low-Mach number Navier-Stokes equations and a fully-implicit linear acoustics solver. The pressure field resulting from the Helmholtz equation computed by the acoustic solver is composed of both dynamic and acoustic contributions. The Newmark’s time integration method combined with implicit Non-Reflecting-Boundary-Conditions (NRBC) are implemented for solving implicitly the Helmholtz equation and then advancing the two solvers with the same convective time step. The properties of the linear acoustic solver are illustrated on simple test cases and the coupling method is then validated by performing the aero-acoustic simulation of the isothermal flow in a complex semi-industrial burner.
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