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A Unified Approach for Prediction and Control of Motorcycle Vibration Subjected to Engine Dynamic Force

机译:一种统一的预测和控制发动机动力学力的预测和控制

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In this paper the approach to predict vibrations in motorcycles is presented. It can be divided mainly in two parts: prediction of engine forces using multi body dynamics (MBD) simulation and prediction of vibration response using FEA. Dynamic forces predicted at each engine mount through MBD simulation are used as input to FE analysis for vibration prediction. Single cylinder SI engine having primary balancer shaft is considered to develop this methodology. Flexibilities of important parts are considered for MBD simulation. Crankshaft ball bearing which is used in almost all two wheeler engine is modeled with 6×6 stiffness matrix. It provides coupling between radial, axial and tilting deflections of bearing and it also allows moment transfer from crankshaft to casing. This helps to predict realistic forces at each bearing and engine mounts. Distribution of primary and secondary forces at crank bearings and at different engine mounts is studied. Forces predicted from MBD simulation at each engine mounts are applied to full vehicle FE model. Forced response is predicted at each TSP and compared with test response at same point. It was found that predicted response was in well agreement with test response. Based on understanding of distribution of forces it is decided to increase mount stiffness of the support experiencing more force. This in turn helped to reduce vibration at TSP. This approach is effective to predict vibrations in early design stage to reduce development cost and time.
机译:本文提出了预测摩托车振动的方法。它可以分为两部分:使用多体动力学(MBD)模拟和使用FEA的振动响应预测的发动机力预测。通过MBD仿真预测的动态力通过MBD仿真用作振动预测的FE分析的输入。具有初级平衡器轴的单缸SI发动机被认为是开发这种方法。 MBD仿真考虑了重要零件的灵活性。在几乎所有两个轮椅发动机中使用的曲轴滚珠轴承用6×6刚度矩阵建模。它提供轴承径向,轴向和倾斜偏转之间的耦合,并且它也允许从曲轴转移到壳体。这有助于预测每个轴承和发动机支架的现实力。研究了曲柄轴承和不同发动机支架处的初级和二次力的分布。从每个发动机支架处预测来自MBD仿真的力适用于全车辆FE模型。每个TSP预测强制响应,并与同一点的测试响应相比。有人发现,预测的反应与测试响应很好。基于对力分配的理解,决定增加经历更多力量的支撑的刚度。这反过来有助于减少TSP的振动。这种方法有效地预测早期设计阶段的振动,以降低开发成本和时间。

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