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High performance hydraulic design techniques of mixed-flow pump impeller and diffuser

机译:混流泵叶轮和扩散器的高性能液压设计技术

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In this paper, we describe a numerical study about the performance improvement of a mixed-flow pump by optimizing the design of the impeller and diffuser using a commercial computational fluid dynamics (CFD) code and design-of-experiments (DOE). The design variables of impeller and diffuser in the vane plane development were defined with a fixed meridional plane. The design variables were defined by the vane plane development, which indicates the blade-angle distributions and length of the impeller and diffuser. The vane plane development was controlled using the blade-angle in a fixed meridional plane. The blade shape of the impeller and diffuser were designed using a traditional method in which the inlet and exit angles are connected smoothly. First, the impeller optimum design was performed with impeller design variables. The diffuser optimum design was performed with diffuser design variables while the optimally designed impeller shape was fixed. The importance of the impeller and diffuser design variables was analyzed using 2(k) factorial designs, and the design optimization of the impeller and diffuser design variables was determined using the response surface method (RSM). The objective functions were defined as the total head (Ht) and the total efficiency (eta t) at the design flow rate. The optimally designed model was verified using numerical analysis, and the numerical analysis results for both the optimum model and the reference model were compared to determine the reasons for the improved pump performance. A pump performance test was carried out for the optimum model, and its reliability was proved by a comparative analysis of the results of the numerical analysis and an experiment using the optimum model.
机译:在本文中,我们描述了通过使用商业计算流体力学(CFD)代码和实验设计(DOE)优化叶轮和扩散器设计来改善混流泵性能的数值研究。叶轮和扩压器在叶片平面发展中的设计变量是用固定子午平面定义的。设计变量由叶片平面展开定义,叶片叶片的展开指示叶片角度分布以及叶轮和扩散器的长度。在固定子午面上使用叶片角控制叶片平面的展开。叶轮和扩压器的叶片形状采用传统方法设计,其中入口和出口角均平滑连接。首先,利用叶轮设计变量进行叶轮最佳设计。在确定最佳设计的叶轮形状的同时,利用扩散器设计变量进行扩散器最佳设计。叶轮和扩散器设计变量的重要性使用2(k)析因设计进行了分析,叶轮和扩散器设计变量的设计优化使用响应面法(RSM)确定。目标函数定义为设计流速下的总扬程(Ht)和总效率(eta t)。使用数值分析验证了最佳设计模型,并比较了最佳模型和参考模型的数值分析结果,以确定改善泵性能的原因。对最佳模型进行了泵性能测试,通过对数值分析结果的比较分析和使用该最佳模型的实验,证明了其可靠性。

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