改进的连续尺度分形−离散Iwan黏滑接触力学建模

Modeling of Stick-Slip Contact Mechanics Based on Improved Continuous-Scale Fractal-Discrete Iwan Model

  • 摘要: 零件配合面接触状态是影响高精密产品装配精度的关键因素,而分形−Iwan耦合模型是描述典型配合面黏滑接触的一套行之有效的方法. 但现有基于MB的分形-Iwan耦合模型认为所有微凸体发生完全变形,且全局共用一个常量弹塑性临界面积,导致模型对小触点的法向力计算存在偏差. 为此,建立了改进的分形−离散Iwan黏滑接触力学模型,提出了一种连续尺度的分形表面凸体分布函数,得到了具有尺度依赖关系的临界面积表达式. 基于上述改进的耦合模型,探究了切向载荷作用下的粗糙接触界面滞回特性,获得了接触面几何形貌、接触压力对界面切向力的影响规律. 将得到的滞回曲线与文献实验结果进行对比,验证了所提出的改进分形−离散Iwan耦合模型的准确性.

     

    Abstract: Influencing the assembly precision of high-precision products, the contact state of product mating surfaces is taken as a crucial factor, and a fractal-Iwan coupling model is provided usually as an effective approach to describe stick-slip contact between typical mating surfaces. In order to solve the deviation problem of the normal force calculation on small contacts with existing fractal-IWAN coupling model based on MB, caused by considering all micro-convex bodies been deformed completely and shared a constant elastic-plastic critical area globally, an improved fractal-discrete Iwan stick-slip contact mechanical model was established and a continuous scale fractal convex distribution function was proposed, obtaining a scale-dependent critical area expression. Based on the improved coupling model, the hysteretic characteristics of the rough contact interface were investigated under tangential load, obtaining the influence of contact surface geometry and contact pressure on the interface tangential force. Comparing the hysteresis curves with experimental results in the literature, the accuracy of the improved fractal-discrete Iwan coupling model was verified.

     

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