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Effect of variable moment of inertia on torsional vibration of a crankshaft-absorber system

机译:可变惯性惯量对曲轴吸收器系统扭转振动的影响

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Moment of inertia of crankshaft system is variable with crank angle, which may induce complex torsional vibration of reciprocating machines. In this paper, a two-degree-of-freedom dynamic model of a crankshaft-absorber system considering the variable moment of inertia of crankshaft is established by the application of Lagrange's equations. Using the method of multiple scales, average equations under primary and 1:2 internal resonances are obtained to determine the steady-state amplitudes. Theoretical analyses are employed to investigate the effect of variable moment of inertia on system modes. It is found that a critical variable moment of inertia exists in this system. When the actual variable moment of inertia is close to it, stable amplitudes of the system are extremely small, or a rebound phenomenon will appear. Besides, the effects of physical parameters on this threshold are studied and an approximate formula is derived. Finally, the correctness of theoretical analyses are verified by contrast with numerical integration.
机译:曲轴系统的惯性矩与曲柄角可变,这可能导致往复式机器的复杂扭转振动。本文认为,考虑拉格朗日方程的应用,建立了考虑曲轴惯性变量的曲轴吸收器系统的双程度自由度。使用多个刻度的方法,获得初级和1:2内部共谐振下的平均等式以确定稳态振幅。使用理论分析来研究可变惯性惯性矩对系统模式的影响。发现该系统存在惯性惯性矩。当惯性的实际变量靠近它时,系统的稳定幅度非常小,或者将出现反弹现象。此外,研究了物理参数对该阈值的影响,并导出了近似公式。最后,通过与数值集成的对比来验证理论分析的正确性。

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