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A novel numerical scheme for the analysis of effects of surface roughness on EHL line contact with couple stress fluid as lubricant

机译:用于分析表面粗糙度对耦合应力流体作为润滑剂的EHL线接触影响的新数值方案

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In this article, a Jacobian-free Newton Multigrid (JFNMG) method is used for obtaining the solution of isothermal, steady and compressible elastohydrodynamic lubrication (EHL) line contact problem with surface roughness. The lubricant is a couple stress fluid. A finite difference scheme is used for the solution of EHLequations. The proposed JFNMG method, for the solution of resulting nonlinear system of algebraic equations, comprises nonlinear Newton iterations on the outer loop and linear multigrid iterations on the inner loop. It overcomes the limitations of conventional schemes for the investigation of the problems covering wide range ofphysical parameters of interest. For increasing values of couple stress parameter, there is an increase in minimum film thickness and considerable decrease (in height as well as spread) of pressure spike. Also, the sensitivity of height and spread of pressure spike as a function of load, couple stress parameter and otherparameters are investigated.
机译:本文采用无雅可比牛顿多重网格(JFNMG)方法获得具有表面粗糙度的等温,稳定和可压缩的弹性流体动力润滑(EHL)线接触问题的解决方案。润滑剂是一对应力流体。有限差分方案用于解决EHLequations。为解决所得的代数方程组非线性系统,提出的JFNMG方法包括外环上的非线性牛顿迭代和内环上的线性多重网格迭代。它克服了常规方案的局限性,无法研究涵盖广泛的目标物理参数的问题。为了增加耦合应力参数的值,最小膜厚会增加,压力峰值会显着降低(高度和扩展)。此外,还研究了高度敏感度和压力峰值分布随载荷,耦合应力参数和其他参数的变化。

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