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Three-Dimensional Structure of Non-Equilibrium Homogeneous Condensation Flow in a Supersonic Rectangular Nozzle

机译:超声矩形喷嘴中非平衡均匀冷凝流动的三维结构

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Numerical simulations have been carried out for a supersonic three-dimensional rectangular arc nozzle, where a secondary flow toward the center of the curvature occurs due to the shape of the nozzle. It is known that secondary flow causes longitudinal vortices to form near the wall of the nozzle corner, making the nozzle outlet flow unstable and induces loss of transport energy. When the working fluid is a condensable gas with relatively large latent heat such as moist air or steam, rapid accelerated expansion in the nozzle causes non-equilibrium condensation due to supersaturation. After the release of latent heat during phase transition, nozzle flow continues expanding at an equilibrium saturation condition. In the absence of foreign particles, e.g. ions or dust particles, condensation nuclei are formed in the gas itself causing non-equilibrium homogeneous condensation. Supersonic nozzle flow properties vary considerably due to the occurrence of condensation phenomenon. The objective of this study is to investigate the effect of non-equilibrium homogeneous condensation on the longitudinal vortices which form in the range close to the corner of rectangular arc nozzle numerically.
机译:已经为超音速三维矩形弧形喷嘴进行了数值模拟,其中由于喷嘴的形状,发生朝向曲率中心的次级流动。众所周知,二次流动导致纵向涡流在喷嘴角落的壁附近形成,使喷嘴出口流动不稳定并引起运输能量的损失。当工作流体是具有相对大的潜热的可冷凝气体,例如潮湿的空气或蒸汽,喷嘴中的快速加速膨胀导致过饱和导致的非平衡凝结凝结。在相转变期间释放潜热之后,喷嘴流动继续在平衡饱和条件下扩展。在没有异物颗粒的情况下,例如离子或粉尘颗粒,在气体本身中形成冷凝核,导致非平衡均匀凝结。由于发生凝结现象的发生,超音速喷嘴流动特性随着凝结现象的发生而变化很大。本研究的目的是研究非平衡均匀冷凝对纵向涡流的影响,在数值上靠近矩形弧形喷嘴拐角的范围内形成的纵向涡流。

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