AbstractIn this paper, a new analytical model (unbalanced one), which considers the coupling effects of unbalan'/> New crack breathing mechanism under the influence of unbalance force
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New crack breathing mechanism under the influence of unbalance force

机译:不平衡力影响下的新型裂纹呼吸机制

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AbstractIn this paper, a new analytical model (unbalanced one), which considers the coupling effects of unbalance force, rotor weight, and rotor physical and dimensional properties, is developed to study the actual breathing mechanisms of the transverse fatigue crack in a cracked rotor system. The results are also compared with those of the existing balanced model, where only rotor weight is considered. It has been identified that a crack in the unbalanced model breathes differently from the one in the balanced model. A crack’s breathing mechanism in the unbalanced model depends strongly on its location along shaft length. At some special locations, a crack in the unbalanced model may remain fully closed or open during the shaft rotation, which will never occur in a balanced model. It may also behave completely like the one in the balanced shaft. Depending on the crack location, unbalance force magnitude and orientation, the unbalanced shaft may be stiffer or more flexible than the balanced counterpart. It is also demonstrated that the unbalanced model will progressively approach balanced one as unbalance force decreases. Further, different crack breathing mechanisms between two models lead to a large difference along shaft length in the second area moment of inertia, which forms the elements of local stiffness matrix at crack location. It is expected that more accurate prediction of the vibration response of a cracked rotor can be achieved when the effect of unbalance force and rotor properties on the crack breathing has been taken into account.
机译: Abstract 本文中,一种新的分析模型(不平衡模型)考虑了研究了不平衡力,转子重量以及转子物理和尺寸特性的耦合效应,以研究裂纹转子系统中横向疲劳裂纹的实际呼吸机理。还将结果与仅考虑转子重量的现有平衡模型的结果进行比较。已经发现,不平衡模型中的裂缝呼吸与平衡模型中的裂缝不同。在不平衡模型中,裂纹的呼吸机制在很大程度上取决于其沿轴长的位置。在某些特殊位置,不平衡模型中的裂纹可能在轴旋转过程中保持完全闭合或打开,而在平衡模型中则永远不会发生。它的行为也可能完全类似于平衡轴中的行为。根据裂纹的位置,不平衡力的大小和方向,不平衡轴可能比平衡轴更硬或更柔韧。还证明了,随着不平衡力的减小,不平衡模型将逐渐接近平衡状态。此外,两个模型之间不同的裂纹呼吸机制会导致沿第二长度惯性矩沿轴长的较大差异,从而在裂纹位置处形成局部刚度矩阵的元素。考虑到不平衡力和转子特性对裂纹呼吸的影响,有望对裂纹转子的振动响应进行更准确的预测。

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