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Numerical prediction of the frictional losses in sliding bearings during start-stop operation

机译:启动轴承滑动轴承摩擦损失的数值预测

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With the increased use of automotive engine start-stop systems, the numerical prediction and reduction of frictional losses in sliding bearings during starting and stopping procedures has become an important issue. In engineering practice, numerical simulations of sliding bearings in automotive engines are performed with statistical asperity contact models with empirical values for the necessary surface parameters. The aim of this study is to elucidate the applicability of these approaches for the prediction of friction in sliding bearings subjected to start-stop operation. For this purpose, the friction performance of sliding bearings was investigated in experiments on a test rig and in transient mixed elasto-hydrodynamic simulations in a multi-body simulation environment (mixed-EHL/MBS). In mixed-EHL/MBS, the extended Reynold’s equation with flow factors according to Patir and Cheng has been combined on the one hand with the statistical asperity contact model according to Greenwood and Tripp and on the other hand with the deterministic asperity contact model according to Herbst. The detailed comparison of simulation and experimental results clarifies that the application of statistical asperity contact models with empirical values of the necessary inputs leads to large deviations between experiment and simulation. The actual distribution and position of surface roughness, as used in deterministic contact modelling, is necessary for a reliable prediction of the frictional losses in sliding bearings during start-stop operation.
机译:随着汽车发动机启动系统的使用增加,在开始和停止程序期间滑动轴承的摩擦损失的数值预测和降低已成为一个重要问题。在工程学实践中,汽车发动机滑动轴承的数值模拟具有统计粗糙接触型号,具有必要的表面参数的经验值。本研究的目的是阐明这些方法的适用性对经受启动停止操作的滑动轴承中的摩擦预测。为此目的,在多体仿真环境(混合-EHL / MBS)的试验室和瞬态混合弹性 - 流体动力模拟中研究了滑动轴承的摩擦性能。在混合EHL / MBS中,根据GELENWOOD和TRIPP的统计粗糙接触模型一方面将延伸雷诺德与根据PATIR和Cheng的流量因素的方程组合在一起,另一方面,根据具体的草本。微模拟和实验结果的详细比较阐明了统计抑制型突出模型与必要输入的经验值的应用导致实验与模拟之间的差异。如确定性接触建模所用,表面粗糙度的实际分布和位置是在开始停止操作期间可靠地预测滑动轴承中的摩擦损失的可靠预测所必需的。

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