计算反应气体等压和非等压三维湍流射流的方法和算法

S. Khodjiev
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引用次数: 0

摘要

本文基于多组分气体混合物的三维抛物线纳维-斯托克斯方程组,介绍了研究化学反应湍流射流的计算方法和算法以及数值结果。在恒定压力和可变压力下,利用运动方程和连续性方程求解时,使用连续性方程计算质量不平衡。在主射流湍流动能初始值较大的情况下,纵向速度在主轴方向的马鞍形行为可以通过数值计算得到。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Method and algorithm for calculating isobaric and non-isobaric three-dimensional turbulent jets of reacting gases
This paper presents a calculation method and algorithm, as well as numerical results of studying chemically reacting turbulent jets based on three-dimensional parabolic systems of Navier-Stokes equations for multicomponent gas mixtures.Continuity equations are used to calculate the mass imbalance when solving with constant pressure, and with variable pressures, with the equations of motion and continuity.Diffusion combustion of a propane-butane mixture flowing from a square-shaped nozzle in a submerged flow of an air oxidizer has been numerically studied. Pressure variability significantly affects the velocity (temperature) profiles in the initial sections of the jet, and when moving away from the nozzle exit, the pressure effect can be considered imperceptible, but the flame length is longer than at constant pressure, but it does not significantly affect the shape of the flame.The saddle-shaped behavior of the longitudinal velocity in the direction of the major axis is numerically obtained for large initial values of the turbulence kinetic energy of the main jet.Given method allows the study of non-reacting and reactive turbulent jets flowing from a rectangular nozzle.
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