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MDO of Gas Turbine Engines

机译:燃气涡轮发动机的MDO

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A gas turbine engine which is an extremely complicated system mainly consists of a compressor, aturbine, and a combustion chamber. The design of it involves many disciplines such as computationalfluid dynamics (CFD), heat conduction, structural design and computational solid mechanics (CSM)and some of these disciplines interact from each other strongly. The high performance of theadvanced gas turbine engine requires that these disciplinary design should be integrated somultidisciplinary design optimization (MDO) is vitally important for the next generation gas turbineengines. The procedure of multidisciplinary design optimization (MDO) for gas turbine engine wasinvestigated in the present paper. In CDF, the Navier-Stokes equations are solved to get the flow field.For the design of a blade, quasi-three dimensional calculation which was composed of the iterationbetween the stream function calculations on a mean S_2 stream surface and several S_1 stream surfaceof revolution for transonic flow was employed and in the structural design of a blade, the controlleddiffusion airfoils (CDA) technique was adopted to get the airfoil of a blade. In the heat conductionanalysis, FEM was used to solve the Poisson’s equation. In CSM, FEM was used to carry out theanalysis of stress and vibrations. The multidisciplinary interface technique was investigated. Thegoal of MDO of gas turbine engine is to increase the performances and to reduce weight. In order toachieve this goal, optimization mathematics model including the selection of design valuables, theconstruction of the objective and constraint functions is also investigated. In the end of the paperseveral numerical examples are presented which indicated that this procedure is very efficient.
机译:燃气涡轮发动机是非常复杂的系统,主要由压缩机, 涡轮机和燃烧室。它的设计涉及许多学科,例如计算 流体动力学(CFD),热传导,结构设计和计算固体力学(CSM) 并且其中一些学科之间相互影响很强。的高性能 先进的燃气涡轮发动机要求这些学科设计应整合在一起,以便 多学科设计优化(MDO)对于下一代燃气轮机至关重要 引擎。燃气涡轮发动机的多学科设计优化(MDO)程序为 本文进行了调查。在CDF中,求解Navier-Stokes方程以获得流场。 对于叶片的设计,由迭代组成的准三维计算 平均S_2流面和几个S_1流面的流函数计算之间 跨音速流动的转数被采用,并且在叶片的结构设计中,可控的 采用扩散翼型(CDA)技术获得叶片的翼型。在热传导中 分析中,有限元法用于求解泊松方程。在CSM中,使用FEM来执行 分析应力和振动。研究了多学科接口技术。这 燃气涡轮发动机的MDO的目标是提高性能并减轻重量。为了 为实现这一目标,优化数学模型包括选择设计贵重物品, 还研究了目标函数和约束函数的构造。在本文的最后 给出了几个数值示例,表明该过程非常有效。

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