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Application of the nonsmooth dynamics approach to model and analysis of the contact-impact events in cam-follower systems

机译:非光滑动力学方法在凸轮从动系统中接触和冲击事件建模和分析中的应用

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摘要

The dynamic modeling and analysis of planar rigid multibody systems that experience contact-impact events is presented and discussed throughout this work. The methodology is based on the nonsmooth dynamics approach, in which the interaction of the colliding bodies is modeled with multiple frictional unilateral constraints. Rigid multibody systems are stated as an equality of measures, which are formulated at the velocity-impulse level. The equations of motion are complemented with constitutive laws for the forces and impulses in the normal and tangential directions. In this work, the unilateral constraints are described by a set-valued force law of the type of Signorini’s condition, while the frictional contacts are characterized by a set-valued force law of the type of Coulomb’s law for dry friction. The resulting contact-impact problem is formulated and solved as an augmented Lagrangian approach, which is embedded in the Moreau time-stepping method. The effectiveness of the methodologies presented in this work is demonstrated throughout the dynamic simulation of a cam-follower system of an industrial cutting file machine.
机译:在整个工作过程中,将介绍并讨论经历接触碰撞事件的平面刚性多体系统的动力学建模和分析。该方法基于非光滑动力学方法,其中碰撞体的相互作用是通过多个摩擦单边约束进行建模的。刚性多体系统被认为是等量的措施,是在速度-脉冲级别上制定的。运动方程由法向和切向力和脉冲的本构律补充。在这项工作中,单向约束条件是用Signorini条件类型的设定值力定律来描述的,而摩擦接触的特征是用干式摩擦的库仑定律类型来定值的力定律。由此产生的接触冲击问题被公式化并解决为增强的拉格朗日方法,该方法嵌入了Moreau时间步长方法中。通过对工业切割锉机的凸轮从动系统进行动态仿真,证明了本工作中提出的方法的有效性。

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