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Velocity overshoot within the accelerated subsonic boundary layer over the heated wall

机译:在加热墙上的加速子源边界层内的速度过冲

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The paper presents results on the numerical investigation of the accelerated compressible flow near the hot surface with constant heat flux. Such conditions may generate a phenomenon of the overshoot, when the streamwise velocity within the boundary layer is higher than the velocity of the main flow. We simulated properties of helium-xenon mixture and superheated water vapor. Numerical model consist of the system of Prandtl equations, which describe dynamic and thermal processes in the boundary layer, and k-ω-γ turbulence model that allows simulate reasonably as turbulence as laminar-turbulent transition. Finite difference methods were applied for solving of differential equations. The numerical model was able to block artificial the term of viscous dissipation in the energy equation and set a constant temperature at the outer border of the boundary layer in order to evaluate the effect of compressibility on the overshoot phenomenon and other flow characteristics. It is shown that the unambiguous relationship between skin friction coefficient and the overshoot magnitude is violated for Mach number from 0.4 to 1.0. Maximal values are disappeared at representation of velocity through Mach number.
机译:本文提出了在热表面附近的加速可压缩流的数值研究,恒定热通量。当边界层内的流动速度高于主流量的速度时,这种条件可以产生过冲的现象。我们模拟氦 - 氙气混合物和过热水蒸气的性质。数值模型包括Prandtl等式的系统,它描述了边界层中的动态和热过程,以及允许合理模拟作为层流湍流过渡的触发器的k-ω-γ湍流模型。有限差分方法用于求解微分方程。数值模型能够阻止在能量方程中的粘性耗散术语,并在边界层的外边界处设定恒定温度,以评估可压缩性对过冲现象和其他流动特性的影响。结果表明,皮肤摩擦系数和过冲幅度之间的明确关系被侵犯了0.4至1.0的马赫数。通过Mach数量的速度表示最大值消失。

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