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Efficient time stepping for reactive turbulent simulations with stiff chemistry

机译:具有刚性化学成分的反应性湍流模拟的高效时间步进

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A combination of a steady-state preserving operator splitting method and a semi-implicit integration scheme is proposed for efficient time stepping in simulations of unsteady reacting flows, such as turbulent flames, using detailed chemical kinetic mechanisms. The advection-diffusion and reaction operators are decoupled using the simpler balanced splitting method, which is constructed with improved stability properties and reduced computational cost. The method is shown to achieve stable and accurate prediction of ignition and extinction for reaction-diffusion systems near critical conditions. A ROK4E scheme is developed for semi-implicit integration of spatially independent chemically reacting systems. Being a Rosenbrock-Krylov method, ROK4E utilizes the low-rank approximation of the Jacobian to reduce the cost for integrating the system of ODEs that have relative few stiff components. The efficiency of the scheme is further improved via the careful choice of coefficients to require only three right-hand-side evaluations over four stages. Combing these two methods, efficient calculations are achieved for large-scale parallel simulations of turbulent flames.
机译:提出了一种稳态保存算子分裂方法和半隐式积分方案的组合,以利用详细的化学动力学机理对不稳定的反应流(例如湍流火焰)进行有效的时间步长仿真。对流扩散和反应算子使用更简单的平衡分裂方法解耦,该方法具有改善的稳定性和降低的计算成本。结果表明,该方法可以在接近临界条件的情况下,对反应扩散系统实现稳定,准确的着火和熄灭预测。开发了一种ROK4E方案,用于半隐式集成空间独立的化学反应系统。作为Rosenbrock-Krylov方法,ROK4E利用Jacobian的低秩逼近来降低集成具有相对较少刚性组件的ODE系统的成本。通过精心选择系数以仅需要在四个阶段进行三个右侧评估,可以进一步提高该方案的效率。结合这两种方法,可以有效地对湍流火焰进行大规模并行模拟。

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