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Finite element analysis of frictionless contact between a sinusoidal asperity and a rigid plane: Elastic and initially plastic deformations

机译:正弦波粗糙面和刚性平面之间无摩擦接触的有限元分析:弹性变形和初始塑性变形

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摘要

A series of finite element simulations of frictionless contact deformations between a sinusoidal asperity and a rigid flat are presented. Explicit expressions of critical variables at plastic inception including interference, contact radius, depth of first yielding, and pressures are obtained from curve fitting of simulation results as a function of material and geometrical parameters. It is found Hertz solution is not applicable to the critical contact variables at plastic inception for sinusoidal contact, although contact responses of initially plastic deformation follow the same trend as that of purely elastic deformation. The contact pressure at incipient plasticity, which is defined as yield strength, is dependent on Poisson's ratio, yield stress, and geometrical parameters, but independent of elastic modulus. It is not yield stress, but yield strength that correlates with indentation hardness. The results yield the insight into the specification of material properties to realize elastic contact. A larger ratio of yield stress to elastic modulus is beneficial to sustain a larger load before plastic deformation.
机译:提出了一系列正弦波粗糙面和刚性平面之间无摩擦接触变形的有限元模拟。根据材料和几何参数的函数,通过模拟结果的曲线拟合,可以得出塑性始生关键变量的明确表达式,包括干涉,接触半径,初屈深度和压力。已经发现,尽管最初塑性变形的接触响应遵循与纯弹性变形相同的趋势,但Hertz解不适用于塑性开始时正弦接触的临界接触变量。初始塑性下的接触压力(定义为屈服强度)取决于泊松比,屈服应力和几何参数,但与弹性模量无关。不是屈服应力,而是与压痕硬度相关的屈服强度。结果使人们深入了解了实现弹性接触的材料特性规范。较大的屈服应力与弹性模量之比有利于在塑性变形之前维持较大的载荷。

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