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Application of a one-fluid model for large scale homogeneous unsteady cavitation: The modified Schmidt model

机译:单流体模型在大规模均质非定常空化中的应用:改进的Schmidt模型

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It is found that the one-fluid cavitation model developed by Schmidt et al. [Schmidt DP, Rutland CJ, Corradini ML. A fully compressible, two-dimensional model of small, high speed, cavitating nozzles. Atomiz Sprays 1999;9:255-76] (Schmidt Model) does not work consistently when applied to simulate the unsteady transient cavitating flows with a large vapor to liquid density ratio or under the condition of a low surrounding pressure. In this work, the apparent difficulties of the Schmidt model are analyzed and a modified Schmidt model is proposed for greater robustness and consistency. The modified Schmidt model is then applied to study the creation, evolution and collapse of transient cavitation commonly observed in underwater explosions and industrial pipe flow. The model is firstly verified by simulating several cavitating flows where analytical, experimental or numerical results are available for comparison, and then applied to multi-dimensional transient cavitating flows generated by underwater explosions. The numerical results show that the modified Schmidt model can overcome the difficulties associated with the (original) Schmidt model and be applied to both small and large scale transient cavitating flows to predict the pressure surge caused by cavitation collapse regardless of the surrounding pressure.
机译:发现由Schmidt等人开发的单流体空化模型。 [Schmidt DP,Rutland CJ,Corradini ML。小型,高速,空化喷嘴的完全可压缩的二维模型。 [Atomiz Sprays 1999; 9:255-76](Schmidt模型)在模拟具有大的气液密度比或在低环境压力的条件下进行的非稳态瞬态空化流时,不能始终如一地工作。在这项工作中,分析了Schmidt模型的明显困难,并提出了改进的Schmidt模型以提高鲁棒性和一致性。然后,将修改后的Schmidt模型应用于研究在水下爆炸和工业管道流动中通常观察到的瞬态空化的产生,演化和崩溃。该模型首先通过模拟可分析,实验或数值结果可比较的几种空化流进行验证,然后应用于水下爆炸产生的多维瞬态空化流。数值结果表明,改进的Schmidt模型可以克服与(原始)Schmidt模型相关的困难,并且可以应用于小型和大型瞬态空化流,以预测由空化塌陷引起的压力波动,而与周围压力无关。

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