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Transient response analysis of large scale rotor-bearing system with strong nonlinear elements by a transfer matrix-newmark formulation integrationmethod

机译:传递矩阵-Newmark公式积分法分析大型非线性强转子轴承系统的瞬态响应

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This paper extends the transfer matrix technique {TMT} to the transient response analysis of a large complex nonlinear rotor-bearing system by a transfer matrix-Newmark formulation itegration method. Firstly, the transfer matrix is obtained via the Newmark formulation. Secondly the deflections and velocities at the stations, containing nonlinear element, are determinted by iteration. Finally the deflections, velocities and accelerations of all stations are computed by TMT and teh Newmark ormulation consistent with the boundary conditions. In order to eliminate the numerical instability of TMT, the transfe vector {f~r:e~r}~r is used, instead of the traditional {f~r:e~r}~r. Owing to the advantages of TMT and the Newmark formulation, this method can be applied to calculate the transient response of a large scale rotor-bearing system with strong nonlinear elements, and to analyze its stability. Two illustration examples are given, and teh reaults agree well with those by Runge-Kutta method, and by modal synthetic method.
机译:本文通过传递矩阵-Newmark公式迭代法将传递矩阵技术{TMT}扩展到大型复杂非线性转子-轴承系统的瞬态响应分析中。首先,通过Newmark公式获得转移矩阵。其次,通过迭代确定包含非线性单元的站点的挠度和速度。最后,TMT和Newmark公式根据边界条件计算出所有测站的挠度,速度和加速度。为了消除TMT的数值不稳定性,使用了向量向量{f〜r:e〜r}〜r,而不是传统的{f〜r:e〜r}〜r。由于TMT和Newmark公式的优势,该方法可用于计算具有强大非线性元素的大型转子轴承系统的瞬态响应,并分析其稳定性。文中给出了两个例子,它们的推力与采用Runge-Kutta方法和模态综合方法的推力非常吻合。

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