首页> 外文会议>International Conference on Computational and Experimental Methods in Multiphase and Complex Flow >INVESTIGATION OF UNSTEADY SHEET/CLOUD CAVITATION IN THE DIVERGENT SECTION OF A NOZZLE WITH EMPHASIS ON THE MECHANISM OF SHOCK WAVE PROPAGATION
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INVESTIGATION OF UNSTEADY SHEET/CLOUD CAVITATION IN THE DIVERGENT SECTION OF A NOZZLE WITH EMPHASIS ON THE MECHANISM OF SHOCK WAVE PROPAGATION

机译:强调冲击波传播机理的喷嘴发散段中不稳定的薄片/云空穴的研究

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The objective of this paper is to investigate the unsteady pressure fluctuation characteristics in the process of breakup, and shedding of unsteady sheet/cloud cavitating flows via combined experimental and computational methods. Experiments are conducted in the divergent section of a convergent-divergent channel using a simultaneous sampling technique to synchronize the transient cavitation behaviours and wall-pressure signals. In the numerical simulations, the Zwart cavitation model and the modified RNG k-ε turbulence model are solved, with the compressibility effects of both water and vapour considered. In addition, one-dimensional bubbly shock wave relationship is applied to analyse the process of the discontinuity propagation. Two different types of cavity breakup and shedding existing in the unsteady sheet/cloud cavitating flows are observed, which is induced by re-entrant flow and discontinuity propagation, respectively. The re-entrant flow generates at the rear of the cavity, moving forward along the wall. When it arrives at the throat, it breaks up the attached cavity, resulting in the cloud cavity shedding. During the process, the wall-pressure fluctuation is relatively small. The discontinuity propagation results from the bubbly shock in water/vapour mixture of the sheet/cloud cavity. There is a significant difference in vapour fraction across the discontinuity. The pre-discontinuity area is almost pure vapour, and the post-discontinuity area consists of water/vapour mixtures with relatively low vapour fraction. During the discontinuity propagation, the pressure peak exists at shock wave front. When the discontinuity arrives at the throat, the void fraction will suddenly decrease, which indicates the low vapour generation rate. Under the convection of the main flow, the attached cavity will be separated from the newly generated vapour, resulting in the attached cavity breaking up and being shed.
机译:本文的目的是通过组合的实验和计算方法研究分解过程中的不稳定压力波动特性,并通过组合的实验和计算方法脱落。使用同时采样技术在会聚 - 发电通道的发散截面中进行实验,以使瞬态空化行为和壁压信号同步。在数值模拟中,解决了Zwart空化模型和改进的RNG k-ε湍流模型,具有两种水和蒸气的可压缩效应。另外,应用一维气泡冲击波关系以分析不连续性传播的过程。观察到存在在不稳定的纸张/云空分流中存在的两种不同类型的腔腔分离和脱落,其分别通过再参赛者流动和不连续性传播诱导。再参赛者流在腔的后部产生,沿墙壁向前移动。当它到达喉咙时,它会破坏附着的腔,导致云腔脱落。在此过程中,壁压波动相对较小。不连续的传播来自片材/云腔的水/蒸汽混合物中的泡泡冲击。跨越不连续性的蒸气分数有显着差异。预连续区域几乎是纯蒸气,并且不连续区域由具有相对低蒸气馏分的水/蒸气混合物组成。在不连续性传播期间,压力峰存在于冲击波前面。当不连续性到达喉咙时,空隙率将突然减小,这表明蒸汽产生率低。在主流的对流下,附着的腔将与新产生的蒸汽分离,导致附着的腔分裂并脱落。

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