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A MODIFIED INFLUENCE COEFFICIENT METHOD FOR BALANCING UNSYMMETRICAL ROTOR-BEARING SYSTEMS

机译:平衡非对称转子轴承系统的修正影响系数方法

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摘要

A formulation of influence coefficient matrices is derived from the equations of motion for unsymmetrical rotors by using a complex co-ordinate representation and the finite element method. Due to the unequal properties in the two principal directions, the present formulation results in two sets of modified influence coefficients. The formulation indicates that two trial masses placed in different directions are required in the two trial operations for each balancing plane. Also, from the analysis, the modified influence coefficients are found to be correlated to forward precession and imbalanced forces when the asymmetry of the bearings is considered. Therefore one requires forward precessions instead of measured displacements to calculate the influence coefficients and imbalance distribution. Several examples are presented to verify the validity of the present work. (C) 1996 Academic Press Limited [References: 16]
机译:通过使用复数坐标表示法和有限元方法,从非对称转子的运动方程中得出影响系数矩阵的公式。由于在两个主要方向上的特性不相等,因此本公式得出了两组修改的影响系数。该公式表明,在每个平衡平面的两次试运行中,需要在不同方向放置两个试块。此外,从分析中发现,当考虑轴承的不对称性时,修改后的影响系数与前进力和不平衡力相关。因此,需要向前进动而不是测得的位移来计算影响系数和不平衡分布。给出了几个例子来验证本工作的有效性。 (C)1996 Academic Press Limited [参考文献:16]

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