首页> 外文会议>Proceedings of the ASME international design engineering technical conferences and computers and information in engineering conference 2009 >EVALUATION OF COMPONENT MODE SYNTHESIS METHODS FOR THE DETECTION OF MODAL INTERACTION THROUGH ROTOR STATOR CONTACTS
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EVALUATION OF COMPONENT MODE SYNTHESIS METHODS FOR THE DETECTION OF MODAL INTERACTION THROUGH ROTOR STATOR CONTACTS

机译:通过转子静子接触的模态相互作用检测的分量模式综合方法的评价

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The study of interactions through direct contact between blade-tips and outer casings in modern turbomachines may be very time-consuming when the classical finite element method is used. The construction of reduced-order models using component mode synthesis (CMS) methods generally allows for dramatic increase in computational efficiency and may be used in order to improve the knowledge over these interaction phenomena. Among the available approaches, both a fixed-interface method and a free-interface method are considered here in an original manner to reduce the size of a realistic two-dimensional model. The equations of motion are solved using an explicit time integration scheme with the Lagrange multiplier method where friction is accounted for. This method offers energy momentum con-rnserving which is a critical point to ensure the convergence of the algorithm. Moreover, it is shown that even in a non-linear framework the reduced-order models converge to the finite element solution as the number of modes included in the models increases. Considering the fixed-interface method of Craig-Bampton (CB) and the free-interface method of Craig-Chang-Martinez (CCM), it is shown that a method with fast displacement convergence may be less efficient in terms of motion convergence.
机译:当使用经典的有限元方法时,对现代涡轮机中通过叶尖与外壳之间直接接触进行相互作用的研究可能非常耗时。使用组件模式合成(CMS)方法构造降阶模型通常可以大大提高计算效率,并且可以使用它们来改善对这些交互现象的了解。在可用方法中,这里以原始方式考虑了固定接口方法和自由接口方法,以减小实际二维模型的大小。使用显式时间积分方案和考虑了摩擦的拉格朗日乘数法求解运动方程。该方法提供能量动量守恒,这是确保算法收敛的关键点。此外,表明即使在非线性框架中,随着模型中包含的模数增加,降阶模型也收敛到有限元解。考虑Craig-Bampton(CB)的固定接口方法和Craig-Chang-Martinez(CCM)的自由接口方法,表明具有快速位移收敛的方法在运动收敛方面可能效率较低。

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