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Computational and Experimental Studies of Unsteady Viscous Nozzle Flows

机译:非稳态粘性喷嘴流动的计算和实验研究

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The present paper describes the numerical and experimental results on unsteady nozzle flows induced by nonstationary shock waves. The two-dimensional Navier-Stokes equations are numerically solved using the upwind TVD finite-difference scheme of the Harten-Yee type. For the purpose of computational visualization of shock waves in transient nozzle starting process, computer shadowgraphs are developed based on the principle of the optical shadowgraph. Visualization experiments employing a conventional shock tube are also performed. Comparison of numerical and experimental results shows satisfactory agreement. Furthermore, the steady flow establishment process around an airfoil model installed inside the nozzle, is numerically investigated. The simulated results successfully reveal the unsteady viscous flow structure around the model.
机译:本文描述了非平稳冲击波引起的非定常喷嘴流动的数值和实验结果。使用Harten-Yee类型的迎风TVD有限差分格式对二维Navier-Stokes方程进行数值求解。为了对瞬态喷嘴启动过程中的冲击波进行计算可视化,基于光学阴影图的原理开发了计算机阴影图。还进行了使用常规减震管的可视化实验。数值和实验结果的比较表明令人满意的一致性。此外,对安装在喷嘴内部的翼型模型周围的稳定流动建立过程进行了数值研究。仿真结果成功地揭示了模型周围的非恒定粘性流动结构。

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