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A numerical study of solid-fuel combustion in a chamber

机译:腔室固体燃料燃烧的数值研究

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A numerical analysis was performed to study the turbulent flows in a simulated solid-fuel combustion chamber for a practical fuel blowing velocity of 0.5 m/s. The time-dependent axisymmetric compressible conservation equations were solved directly, without using subgrid-scale turbulence models, and the chemical reaction was assumed to be infinitely fast and to take place in one step. The numerical code used the finite-volume technique and the numerical fluxes across the cell edges were computed using a modified Godunov scheme. The initial states of primitive variables in the Riemann solver of the modified Godunov scheme were obtained by second-order extrapolations from the cell center values, and a new limiting technique was applied to the extrapolated values to reduce numerical oscillation. Two numerical test cases are presented to verify the efficacy of the present method, and then the modified scheme is applied to study the coupling between the chemical reaction and fluid dynamics in a solid-fuel combustor.
机译:进行数值分析以研究模拟固体 - 燃料燃烧室中的湍流,以实现0.5m / s的实际燃料吹气速度。时间依赖性轴对称可压缩保护方程直接解决,而不使用亚级级湍流模型,并且假设化学反应是无限快的,并在一步中进行。使用改进的Godunov方案计算使用有限体积技术的数值代码和细胞边缘的数值助熔剂。通过来自细胞中心值的二阶外推获得修改的Godunov方案的Riemann求解器中的原始变量的初始状态,并将新的限制技术应用于外推值以减少数值振荡。提出了两个数值测试案例以验证本方法的功效,然后应用修改方案以研究实心燃料燃烧器中化学反应和流体动力学之间的耦合。

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