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Aerodynamic optimization of a transonic axial compressor with a casing groove combined with tip injection

机译:带有壳体凹槽和尖端注入的跨音速轴向压缩机的空气动力学优化

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A multiobjective optimization to enhance the stall margin and peak adiabatic efficiency of an axial compressor with a casing groove combined with injection was performed in this work. The geometry of the casing groove was optimized using a hybrid multiobjective evolutionary algorithm coupled with a surrogate model. Reynolds-averaged Navier-Stokes equations with a k-ε turbulence model were discretized by finite volume approximations and solved on hexahedral grids to analyze the flow in the compressor. The stall margin and peak adiabatic efficiency were selected as objective functions with three design variables related to the geometry of the casing groove. Latin hypercube sampling was applied as a design-of-experiment technique to generate 25 design points within the design space. Response surface approximation models as the surrogate models for the objectives were constructed based on the objective function values at the design points. A fast nondominated sorting genetic algorithm for the local search coupled with the surrogate models was applied to determine the global Pareto-optimal solutions. The tradeoff between the two objectives was determined and is described with respect to the Pareto-optimal solutions. The multiobjective optimization results showed that the stall margin and peak adiabatic efficiency of the axial compressor with an optimized casing groove combined with injection were simultaneously improved compared to the compressor with a smooth casing.
机译:在这项工作中,进行了多目标优化,以提高带有套管凹槽的轴向压缩机的失速裕度和绝热效率峰值。使用混合多目标进化算法和替代模型优化套管凹槽的几何形状。通过有限体积近似将具有k-ε湍流模型的雷诺平均Navier-Stokes方程离散化,并在六面体网格上求解以分析压缩机中的流量。选择失速裕度和绝热效率峰值作为目标函数,并使用与套管凹槽的几何形状相关的三个设计变量。拉丁超立方体采样被用作实验设计技术,以在设计空间内生成25个设计点。基于设计点的目标函数值,构建了响应面近似模型作为目标的替代模型。将快速的非支配排序遗传算法用于局部搜索,并与替代模型一起用于确定全局帕累托最优解。确定了两个目标之间的权衡,并针对帕累托最优解进行了描述。多目标优化结果表明,与具有光滑壳体的压缩机相比,具有优化的壳体凹槽并结合喷射的轴向压缩机的失速裕度和绝热效率得到了同时提高。

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