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An interval precise integration method for transient unbalance response analysis of rotor system with uncertainty

机译:不确定转子系统瞬态不平衡响应的区间精细积分法。

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摘要

A non-intrusive interval precise integration method (IPIM) is proposed in this paper to analyze the transient unbalance response of uncertain rotor systems. The transfer matrix method (TMM) is used to derive the deterministic equations of motion of a hollow-shaft overhung rotor. The uncertain transient dynamic problem is solved by combing the Chebyshev approximation theory with the modified precise integration method (PIM). Transient response bounds are calculated by interval arithmetic of the expansion coefficients. Theoretical error analysis of the proposed method is provided briefly, and its accuracy is further validated by comparing with the scanning method in simulations. Numerical results show that the IPIM can keep good accuracy in vibration prediction of the start-up transient process. Furthermore, the proposed method can also provide theoretical guidance to other transient dynamic mechanical systems with uncertainties.
机译:为了解决不确定转子系统的瞬态不平衡响应问题,本文提出了一种非侵入式区间精确积分方法(IPIM)。传递矩阵法(TMM)用于推导空心轴悬臂转子的运动确定性方程。通过将切比雪夫逼近理论与改进的精确积分方法(PIM)相结合,解决了不确定的瞬态动力学问题。瞬态响应范围是通过扩展系数的区间算术来计算的。简要提供了该方法的理论误差分析,并通过与仿真中的扫描方法进行比较,进一步验证了其准确性。数值结果表明,IPIM可以在启动瞬态过程的振动预测中保持良好的精度。此外,所提出的方法还可以为具有不确定性的其他瞬态动力机械系统提供理论指导。

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