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加载速率相关静摩擦的离散位错塑性分析

Discrete dislocation plasticity analysis of loading rate-dependent static friction.

作者信息

Song H, Deshpande V S, Van der Giessen E

机构信息

Zernike Institute for Advanced Materials , University of Groningen , 9747 AG Groningen, The Netherlands.

Department of Engineering , Cambridge University , Trumpington Street, Cambridge CB2 1PZ, UK.

出版信息

Proc Math Phys Eng Sci. 2016 Aug;472(2192):20150877. doi: 10.1098/rspa.2015.0877.

Abstract

From a microscopic point of view, the frictional force associated with the relative sliding of rough surfaces originates from deformation of the material in contact, by adhesion in the contact interface or both. We know that plastic deformation at the size scale of micrometres is not only dependent on the size of the contact, but also on the rate of deformation. Moreover, depending on its physical origin, adhesion can also be size and rate dependent, albeit different from plasticity. We present a two-dimensional model that incorporates both discrete dislocation plasticity inside a face-centred cubic crystal and adhesion in the interface to understand the rate dependence of friction caused by micrometre-size asperities. The friction strength is the outcome of the competition between adhesion and discrete dislocation plasticity. As a function of contact size, the friction strength contains two plateaus: at small contact length [Formula: see text], the onset of sliding is fully controlled by adhesion while for large contact length [Formula: see text], the friction strength approaches the size-independent plastic shear yield strength. The transition regime at intermediate contact size is a result of partial de-cohesion and size-dependent dislocation plasticity, and is determined by dislocation properties, interfacial properties as well as by the loading rate.

摘要

从微观角度来看,与粗糙表面相对滑动相关的摩擦力源于接触材料的变形、接触界面处的粘附作用或两者皆有。我们知道,微米尺度的塑性变形不仅取决于接触尺寸,还取决于变形速率。此外,根据其物理起源,粘附作用也可能与尺寸和速率相关,尽管与塑性不同。我们提出了一个二维模型,该模型结合了面心立方晶体内部的离散位错塑性和界面处的粘附作用,以理解由微米级粗糙度引起的摩擦的速率依赖性。摩擦强度是粘附作用和离散位错塑性之间竞争的结果。作为接触尺寸的函数,摩擦强度包含两个平台:在小接触长度[公式:见正文]时,滑动的开始完全由粘附作用控制,而在大接触长度[公式:见正文]时,摩擦强度接近与尺寸无关的塑性剪切屈服强度。中间接触尺寸的过渡区域是部分脱粘和尺寸依赖性位错塑性的结果,并且由位错性质、界面性质以及加载速率决定。

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