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Nonlinear Dynamics and Analysis of a Four-Bar Linkage with Clearance

机译:间隙四杆连杆的非线性动力学和分析

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In this paper, nonlinear dynamic behavior of a four-bar linkage considering clearance is studied. The dynamic model of the linkage with a clearance between coupler and rocker is developed firstly. Then the dynamic equations of this mechanism are solved by a numerical method. According to the calculated response, compliance, force and trajectory of pin in joint bearing are obtained. Effects of clearance magnitude and the relationship between a mechanism with clearance and without clearance are studied. By using Poincare Map, it is proved that strange attractors or chaos exist in the dynamic response. In addition, phenomena of chaos, periodic response and subharmonic response also can be found in the special condition. Bifurcation diagram is used to suggest that bifurcation and fractal phenomena exist in the dynamic response of this mechanism.
机译:本文研究了考虑清除的四杆连杆的非线性动态行为。 首先开发了耦合器和摇杆间隙的连锁动态模型。 然后通过数值方法解决该机制的动态方程。 根据计算的响应,获得接头轴承销的依从性,力和轨迹。 清关幅度的影响及其间隙机理与无间隙的关系。 通过使用Poincare地图,证明了动态响应中存在奇怪的吸引子或混乱。 此外,混乱的现象,定期响应和次谐响应也可以在特殊情况下找到。 分叉图用于表明这种机制的动态响应中存在分叉和分形现象。

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