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Inertia effects in circular squeeze film bearing using Herschel-Bulkley lubricants

机译:使用Herschel-Bulkley润滑剂的圆形挤压薄膜轴承的惯性效应

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Recent engineering trends in lubrication emphasize that in order to analyze the performance of bearings adequately, it is necessary to take into account the combined effects of fluid inertia forces and non-Newtonian characteristics of lubricants. In the present work, the effects of fluid inertia forces in the circular squeeze film bearing lubricated with Herschel-Bulkley fluids with constant squeeze motion have been investigated. Herschel-Bulkley fluids are characterized by an yield value which leads to the formation of a rigid core in the flow region. The shape and extent of the core formation along the radial direction is determined numerically for various values of Herschel-Bulkley number and power-law index. The bearing performances such as pressure distribution and load capacity for different values of Herschel-Bulkley number, Reynolds number, power-law index have been computed. The effects of fluid inertia and non-Newtonian characteristics on the bearing performances have been discussed.
机译:润滑方面的最新工程趋势强调,为了充分分析轴承的性能,必须考虑流体惯性力和润滑剂的非牛顿特性的综合影响。在目前的工作中,已经研究了在具有恒定挤压运动的Herschel-Bulkley流体润滑的圆形挤压膜轴承中,流体惯性力的影响。 Herschel-Bulkley流体的特征在于屈服值,该屈服值导致在流动区域中形成刚性芯。对于Herschel-Bulkley数和幂律指数的各种值,通过数值确定沿径向方向的岩心形成的形状和范围。计算了不同Herschel-Bulkley数,Reynolds数,幂律指数等值的轴承性能,例如压力分布和负载能力。讨论了流体惯性和非牛顿特性对轴承性能的影响。

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