叶片载荷对非定常叶片空化模式影响的数值研究

J. Nahon, M. Zangeneh, M. Nohmi, Hiroyoshi Watanabe
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引用次数: 0

摘要

空化通常表现为附着在叶轮、流道或螺旋桨叶片吸力表面的蒸汽结构。这里进行的数值研究旨在将叶片空化行为的变化与叶片几何形状的变化联系起来。对二维平稳级联进行了分析。流向载荷分布是用来表征几何形状的度量。它决定了通过通道产生的功的速率和量,并与叶片表面压力直接相关。在这项研究中,测试样本由一组不同的叶片轮廓组成,其特征是特定的加载配置:前加载、后加载或定制分布。对空化流动进行了时间分辨模拟,以研究空腔的行为。使用SST URANS公式通过Fluent进行计算。采用Zwart-Gerber-Belamri均匀空化模型来处理空化。空化模式的一系列行为被观察到。在初始条件、形状和板料稳定性方面发现了变化。对于后者,确定了两个动态状态,并根据加载曲线的变化确定了一个过渡点。还观察到一对权衡关系:流体动力效率与吸力性能和吸力性能与空腔稳定性。结果表明了载荷分布对空化动力学的影响。
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Numerical Investigation on the Effect of Blade Loading on Unsteady Sheet Cavitation Patterns
Cavitation commonly manifests itself as vapour structures attached to the suction surfaces of impeller, runner or propeller blades. The numerical study carried out here seeks to correlate the changes in the behaviour of sheet cavitation to variations in blade geometry. The analysis is run for a two-dimensional stationary cascade. The streamwise loading distribution is the metric used to characterise the geometry. It determines the rate and amount of work generated across the channel and is directly connected to blade surface pressure. In this study, the test sample consists of a set of varying blade profiles characterised by specific loading configurations: foreloaded, aft-loaded or bespoke distributions. Time-resolved simulations of the cavitating flow are generated to study cavity behaviour. Computations are run through Fluent using the SST URANS formulation. The Zwart-Gerber-Belamri homogeneous cavitation model is used to treat cavitation. A range of behaviours are observed for the cavitation patterns. Variations are found in inception conditions, shape and sheet stability. For the latter, two dynamic regimes are identified with a transition point that varies according to the loading profile. A pair of tradeoff relations are also observed: hydrodynamic efficiency versus suction performance and suction performance versus cavity stability. The results demonstrate the capacity of the loading distribution to affect cavitation dynamics.
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