Abstract

Due to the fact that there are numerous factors and parameters associated to tandem cascade, and upstream and downstream blades have intensive interference and unknown matching correlation, it is difficult to create tandem blades with high performance based on conventional optimization design method. Therefore, developing an optimization strategy that can take into account key parameters of tandem blades is a feasible way to get optimal design of tandem cascade. In the present work, the Sphere and Rastrigin test functions were adopted to compare and analyze five differential evolution modes, and the DE/r2b/2 evolution mode was then obtained, which can be applied to engineering practice. Based on the present evolutionary pattern, the combination the effects of axial overlap (AO), percent pitch (PP), camber ratio (TR), chord ratio (CR) and approximate incidence angle of the rear blade (Kb-b) are considered comprehensively. Thus, the optimization process and strategy are designed, and the optimization objective function is determined. The optimization results show that under the condition of designed Mach number and large angle of attack (AOA), comparing with the original blades, the optimization makes the static pressure ratio of the tandem blades increased by 1.14%, and the total pressure loss coefficient decreased by 6.57%.

Highlights

  • [7] 宋召运, 刘波, 程昊, 等. 基于改进粒子群算法的串列叶型优化设计[ J] . 推进技术, 2016, 37(8), 1469⁃1476 SONG Zhaoyun, LIU Bo, CHENG Hao, et al Optimization of Tandem Blade Based on Modified Particle Swarm Algorithm[ J]

  • Due to the fact that there are numerous factors and parameters associated to tandem cascade, and up⁃ stream and downstream blades have intensive interference and unknown matching correlation, it is difficult to create tandem blades with high performance based on conventional optimization design method

  • Developing an optimization strategy that can take into account key parameters of tandem blades is a feasible way to get optimal de⁃ sign of tandem cascade

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Summary

Introduction

西北工业大学学报 Journal of Northwestern Polytechnical University https: / / doi.org / 10.1051 / jnwpu / 20193761223 摘 要:串列叶型可调参数多,上下游叶片有强烈的干涉效应和某种未知的匹配关联,基于传统的叶 片优化设计方法难以获得高性能串列叶片。 应用 Sphere 和 Rastrigin 测试函数对比分析了 DE / b / 1、 DE / b / 2、DE / r / 1、DE / r / 2 和 DE / r2b / 2 差分进化模式,从中选取可工程实用的 DE / r2b / 2 进化模式。 应用该差分进化模式,综合考虑轴向重合度、节距系数、弯角比、弦长比以及后排来流近似攻角 5 种参 数的共同作用,设计了优化流程、优化策略,确定了优化目标函数,对初始设计的串列叶型进行了优化 研究,提出了一种可以考虑串列叶片关键参数的优化策略和方法。 优化结果表明,在设计马赫数,大 攻角工况下,较原始叶片,优化使得串列叶型静压比增加 1.14%,总压损失系数降低 6.57%。 早期,Spraglin[2] 、Abe[3] 利用理论解析法对串列 叶栅进行了理论研究,初步奠定了串列叶栅的理论 基础。 但由于理论解析法在对串列叶栅通道中的复 杂流动进行求解时面临求解困难等问题,后续的研 究人员更多地利用数值和实验方法对其进行研究。 Railly[4] 采用 Ackeret 方法得到了串列叶栅叶型几 何,结果表明在轴向重合度为 0 且节距系数为 0.6 的缝隙参数下性能最优。 周盛等[5] 对超音速来流 下的二维串列叶栅进行了数值计算,结果表明当轴 向重合度为 0 且节距系数为 0.8 时串列叶栅的损失 达到最小。 Sanger[6] 的研究表明当弦长比为 1.1,弯 角比为 2 时串列静子叶片性能达到最优。 相比于单峰值的 Sphere 测试函数,Rastrigin 测 在 5 维、10 维测试方案下,100 次收敛值的均值分别

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