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Numerical Analyses of the Non-Newtonian Flow Performance and Thermal Effect on a Bearing Coated with a High Tin Content

机译:高锡含量轴承非牛顿流动性能和热效应的数值分析

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The hydrodynamic bearings are stressed by severe workings conditions, such as speed, load, and the oil will be increasingly solicit by pressure and shear. The Newtonian behavior is far from being awarded in this case, the most loaded bearings operating at very high speeds; the shear rate of the oil is of higher order. A numerical analysis of the behavior of non-Newtonian fluid for plain cylindrical journal bearing finite dimension coated with antifriction material with a high tin content, for to facilitate the accommodation of the surfaces and save the silk of the shaft in the case of a contact. this analyses is implemented using the code-ANSYS CFX, by solving the energy equation with the finite difference method, considering that laminar regime and the fluid is non Newtonian by using the power law Ostwald model, the coefficient n is equal to 1.25 and for different model such as Bingham, cross and Hereshek-Bulkley model. This study aims to better predict the non-Newtonian behavior of the oil film in bearings operating under more severe conditions. The purpose conducted during this study is to predict the effect of non-Newtonian behavior of the film; the journal bearing operating under severe conditions, the speed of rotation varies from 1000 to 9000 rpm and the bearing working under radial load 2 to 10 kN. Temperature and the pressure within the fluid film assumed non-Newtonian are high, with a coefficient n greater than 1 that is to say for viscoelastic fluids.
机译:在恶劣的工作条件(例如速度,负载)下,流体动力轴承会承受压力,并且压力和剪切力会越来越吸引机油。在这种情况下,牛顿的性能远远不能得到认可,因为负载最大的轴承以很高的速度运行;油的剪切速率较高。有限尺寸涂有高锡含量减摩材料的普通圆柱轴颈轴承的非牛顿流体行为的数值分析,以利于表面的容纳并在接触情况下节省轴的丝。该分析是使用代码ANSYS CFX进行的,通过使用有限差分法求解能量方程,并使用幂律Ostwald模型考虑了层流状态和流体为非牛顿流体,系数n等于1.25,且模型,例如Bingham,cross和Hereshek-Bulkley模型。这项研究旨在更好地预测在更恶劣条件下运行的轴承中油膜的非牛顿行为。在这项研究中进行的目的是预测影片的非牛顿行为的影响。轴颈轴承在苛刻的条件下运行,转速从1000到9000 rpm不等,轴承在径向载荷下为2到10 kN。假定为非牛顿流体膜中的温度和压力很高,系数n大于1,也就是说对于粘弹性流体。

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