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DYNAMICS OF MULTIBODY SYSTEMS WITH SPHERICAL CLEARANCE JOINTS

机译:球形间隙关节多体系统的动态

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This work deals with a methodology to assess the influence of the spherical clearance joints in spatial multibody systems. The methodology is based on the Cartesian coordinates, being the dynamics of the joint elements modeled as impacting bodies and controlled by contact forces. The impacts and contacts are described by a continuous contact force model that accounts for geometric and mechanical characteristics of the contacting surfaces. The contact force is evaluated as function of the elastic pseudo-penetration between the impacting bodies, coupled with a nonlinear viscous-elastic factor representing the energy dissipation during the impact process. A spatial four bar mechanism is used as an illustrative example and some numerical results are presented, being the efficiency of the developed methodology discussed in the process of their presentation. The results obtained show that the inclusion of clearance joints in the modelization of spatial multibody systems significantly influences the prediction of components' position and drastically increases the peaks in acceleration and reaction moments at the joints. Moreover, the system's response clearly tends to be nonperiodic when a clearance joint is included in the simulation.
机译:该工作涉及一种方法来评估球形间隙在空间多体系中的影响。该方法基于笛卡尔坐标,是作为撞击机构建模并由接触力控制的关节元件的动态。冲击和触点是由连续接触力模型描述的,该模型考虑了接触表面的几何和机械特性。接触力被评估为撞击体之间的弹性伪穿透的功能,与非线性粘性弹性因子联接,其表示在冲击过程中的能量耗散。使用空间四个条形机构作为说明性示例,并提出了一些数值结果,是在其演示过程中讨论的发育方法的效率。得到的结果表明,在空间多体系的建模中包含间隙关节显着影响组分位置的预测,并且大大增加了关节的加速度和反应时刻中的峰值。此外,当在模拟中包括间隙接头时,系统的响应趋于非过性。

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