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Use of a micro-contact model to optimize Si engine's 3-piece oil ring profiles regarding wear and lubrication

机译:使用微触点型号优化SI发动机的3件式油圈型材,了解磨损和润滑

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A computer model that addresses the wear behavior by calculating hydrodynamic and asperity contact pressures was used to optimize the cunning face of three-piece oil control rings. The model incorporates Reynolds equation to calculate the oil film thickness for two sliding surfaces under a given condition (profile and topography of the surfaces, load, speed, lubricant viscosity grade and operation temperature). Prediction of the resultant asperity contact pressures is made by Greenwood-Williamson model. More scraping ring rail profiles are better for oil control, but present more wear due to higher asperity contact pressures. This higher wear can lead to less scraping profile, increasing ring end gap and lower ring tangential load, which deteriorates long term oil consumption control, hence engine durability. In the present work, a relatively simple computer program was used to predict lube oil film thickness and wear for different rail running profiles. Ring wear was assumed to be proportional to the calculated asperity contact pressure. Different rail profiles where the cunning profiles had a flat portion varying from less than 0.10 mm to higher than 0.20 mm were simulated and then tested in a bench test consisting in an electrical motored engine. Except for the combustion absence, all other engine characteristics were preserved (e.g., stroke, piston-ring pack, lubrication system) in the bench test. The measured oil control ring wear correlated very well with the predicted one. The model allowed the numerical optimization of the running profile of ring rail, which has lower asperity contact pressure, hence wear, but still has a good scraping capability. Two actual ICE tests were also realized. The predicted lower wear of the optimized profile was experimentally conformed and no differences on LOC were found.
机译:通过计算流体动力学和粗糙度接触压力来解决磨损行为的计算机模型用于优化三件式油控制环的狡猾面。该模型包括雷诺等方程,以在给定条件下计算两个滑动表面的油膜厚度(表面的曲线和载荷,速度,润滑剂粘度等级和操作温度)。由Greenwood-Williamson模型进行所得粗糙接触压力的预测。更多的刮圈轨道轮廓对于油控制更好,但由于较高的粗糙接触压力,呈现更多的磨损。这种较高的磨损可以导致刮削曲线较小,增加环形间隙和下环切线载荷,这使得长期油耗控制劣化,因此发动机耐用性。在目前的工作中,使用相对简单的计算机程序来预测不同的轨道运行轮廓的润滑油膜厚度和磨损。假设环磨损与计算的粗糙接触压力成比例。模拟不同的轨道轮廓,其中巧克力平坦的平坦部分不同于0.10mm至高于0.20mm的平坦部分,然后在由电动机发动机组成的板凳测试中进行测试。除燃烧缺失外,在板凳测试中保留所有其他发动机特性(例如,中风,活塞环包装,润滑系统)。测量的油控制环磨损与预测的磨损非常良好。该模型允许环导轨的运行轮廓的数值优化,其具有较低的凹陷接触压力,因此磨损,但仍然具有良好的刮擦能力。还实现了两种实际的冰测试。预测的优化型材的较低磨损是通过实验符合的,并且发现了对LOC的差异。

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