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Heat transfer in chambers at accelerated moving piston

机译:加速移动活塞的腔室中的热传递

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Numerical results of turbulent heat transfer of thermal ionized gaseous mixture in chamber behind the accelerating piston are presented by the model considering the thermal and dynamic inertia of working continuum, the nonstationary of turbulent structure, the interference of chemical reactions and turbulence, variability of gaseous thermophysical properties which are determinated within the bounds of multicomponent media. The total mathematical problem definition included the Reynolds dynamic equations written in the "narrow channel" approximation, the energy equation at enthalpy form, equations of the continuity, the state equation and the heat conduction equation for chamber wall. For determining the turbulent transfer coefficients of momentum and heat the turbulence multi- parametric model, including the transport equations for Reynolds shear stresses and scalar substation fluxes, autocorrelations of enthalpy fluctuations, as well as the closuring relations, such as the base of the differential equations for turbulence kinetic energy and its integral scale is utilized. For unknown terms of higher order the modeling closures are written originally in view of wall effects. It permits to accomplish the calculations in total flow field up to the chamber wall, including the laminar sublayer and the buffer zone. In the paper the structure of inert and chemically reacting flow behind the moving piston, the flow features connected with the influence of chemical reactions, non-stationary heat transfer are analyzed in detail.
机译:通过考虑加速活塞后面的腔室中的热电离子气体混合物的湍流热传热的数值结果,考虑到工作连续体的热和动态惯性,湍流结构的非营养,化学反应干扰,气态热物理的变异性在多组分介质的范围内确定的属性。数学问题定义包括雷诺动态方程,写入“窄通道”近似,焓形式的能量方程,连续性的方程,腔室壁的状态等式和热传导方程。用于确定动量的湍流传递系数和加热湍流多参数模型,包括雷诺剪切应力和标量变电站通量的传输方程,焓波动的自相关,以及差分方程的基础等闭合关系用于湍流动能及其整体比例。对于未知的更高阶术语,符合墙壁效应的最初写入封闭。它允许在包括层簧和缓冲区的腔室壁上完成总流场的计算。在纸质中,详细分析了与化学反应影响,与化学反应影响有关的流动特征,详细分析了与化学反应影响的流动特征。

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