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Mathematic study of the rotor motion with a pendulum self-balancing device

机译:用摆动自平衡装置的转子运动的数学研究

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The rotary machines used in manufacturing may become unbalanced leading to vibration. In some cases, the problem may be solved by installing self-balancing devices (SBDs). Certain factors, however, exhibit a pronounced effect on the efficiency of these devices. The objective of the research comprised of establishing the most beneficial spatial position of pendulums to minimize the necessary time to repair the rotor unbalance. The mathematical research of the motion of a rotor with pendulum SBDs in the situation of their misalignment was undertaken. This objective was achieved by using the Lagrange equations of the second type. The analysis identified limiting cases of location of the rotor unbalance vector and the vector of housing's unbalance relative to each other, as well as the minimum capacity of the pendulum. When determining pendulums' parameters during the SBD design process, it is necessary to take into account the rotor unbalance and the unbalance of the machine body, which is caused by the misalignment of rotor axis and pendulum's axis of rotation.
机译:制造中使用的旋转机器可能变得不平衡,导致振动。在某些情况下,可以通过安装自平衡设备(SBD)来解决问题。然而,某些因素对这些设备的效率进行了明显的影响。研究的目的包括建立摆锤最有益的空间位置,以最小化修复转子不平衡的必要时间。在其未对准情况下,在其未对准情况下,带有摆率的转子运动的数学研究。通过使用第二种类型的拉格朗日方程来实现该目的。分析确定了转子不平衡向量的位置的限制案例,以及壳体相对于彼此的不平衡矢量,以及摆锤的最小容量。当在SBD设计过程中确定摆锤的参数时,有必要考虑转子不平衡和机体的不平衡,这是由转子轴和摆锤旋转轴的未对准引起的。

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