首页> 外文会议>Biennial Conference on Engineering Systems Design and Analysis >A COMPARISON OF HOMOGENIZATION AND DIRECT TECHNIQUES FOR THE TREATMENT OF ROUGHNESS IN NON-NEWTONIAN-MODIFIED REYNOLDS EQUATION: NUMERICAL RESULTS
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A COMPARISON OF HOMOGENIZATION AND DIRECT TECHNIQUES FOR THE TREATMENT OF ROUGHNESS IN NON-NEWTONIAN-MODIFIED REYNOLDS EQUATION: NUMERICAL RESULTS

机译:非牛顿改良雷诺等方程治疗粗糙度均质化和直接技术的比较:数值效果

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This article is concerned with the simulation of a lubricated contact in severe running conditions considering the fluid as Non-Newtonian of Maxwell type. To overcome some limitations that become apparent at very small film thickness, notably when the roughness is two-dimensional, Jai in 1995 introduced a new technique based on a rigorous homogenization theory in the case of compressible fluid flow. This procedure was mathematically developed by Jai and Buscaglia and Jai, and applied to tribological problems by Jai and Bou-Saied. The theoretical developments have been presented and discussed elsewhere of this work and we present here some numerical results obtained from the homogenized technique. The obtained results were discussed and compared with the direct methods of calculation, and seem to us valid for a definitive validation of this method said about homogenization. These results have been compared to the exact solution obtained from a numerical simulation. By direct inspection it is clear that the symmetry predicted by the homogenization method is not present in the exact solution which qualitatively agrees with the homogenized solution.
机译:本文涉及在严重运行条件下模拟润滑接触,考虑到麦克斯韦型非牛顿的流体。为了克服在非常小的薄膜厚度下变得明显的一些局限性,特别是当粗糙度是二维时,Jai在1995年引入了一种基于可压缩流体流动的严格均匀化理论的新技术。这一程序是由Jai和Buscaglia和Jai的数学制定的,并通过Jai和Bou-Sied应用于摩擦学问题。在此工作的其他地方提出和讨论了理论发展,我们在这里呈现了从均质化技术获得的一些数值结果。讨论了得到的结果,并与直接计算方法进行了比较,似乎对我们对该方法的最终验证表示均匀化。将这些结果与从数值模拟中获得的精确溶液进行了比较。通过直接检查显然,均质化方法预测的对称性不存在于定性同意均化溶液的精确解决方案中。

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