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DISTURBANCE EVOLUTION IN COMPRESSIBLE BOUNDARY LAYER

机译:可压缩边界层中的扰动演化

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摘要

Spatial development of disturbance produced from a harmonic point source in compressible boundary layer around a flat plate is simulated for a Mach number of 1.5 by solving the three-dimensional compressible Navier-Stokes equations. A fourth order non-oscillatory scheme and Roe's approximate Riemann solver are utilized for space discretization, and the third-order Runge-Kutta scheme for time integration. The disturbance produced from a source in the upstream spreads in both streamwise and spanwise directions. The wall temperature was varied to examine the effects of wall cooling on the development of disturbance. It turned out that propagation of disturbance takes a wedge-like shape behind the flow source from the wall. The wedge angle and the magnitude of streamwise velocity fluctuation are increased by cooling wall. Furthermore, the lateral spreading angle is close to that of experimental data.
机译:通过求解三维可压缩Navier-Stokes方程,针对马赫数为1.5的情况,模拟了平板周围可压缩边界层中由谐波点源产生的扰动的空间发展。四阶非振荡方案和Roe近似Riemann求解器用于空间离散化,三阶Runge-Kutta方案用于时间积分。从上游源产生的扰动在流向和跨度两个方向上都扩散。改变壁温以检查壁冷对扰动发展的影响。事实证明,扰动的传播在壁的流动源后面呈楔形。冷却壁增加了楔角和流向速度波动的幅度。此外,横向扩展角接近于实验数据。

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