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首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part J. Journal of engineering tribology >Combined effects of non-Newtonian rheology and fluid inertia forces on the non-linear transient behaviour in circular squeeze films
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Combined effects of non-Newtonian rheology and fluid inertia forces on the non-linear transient behaviour in circular squeeze films

机译:非牛顿流变学和流体惯性力对圆形挤压膜非线性瞬态行为的综合影响

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摘要

On the basis of the momentum integral method and the microcontinuum theory, the combined effects of total fluid inertia forces and non-Newtonian couple stresses on the nonlinear squeeze film characteristics between parallel circular discs are presented. The squeeze-film lubrication equation is derived from the Stokes couple-stress motion equation retaining total fluid inertia terms to take into account the effects of non-Newtonian couple stresses resulting from the base oil blended with various types of additives, and the effects of local fluid inertia and convective fluid inertia. The non-linear motion equation for the squeezing disc is then numerically solved by using fourth-order Runge-Kutta method. Comparing with the Newtonian-lubricant inertialess case, the combined effects of fluid inertia forces and non-Newtonian couple stresses provide a significant increment in the response time of the squeeze film. The operating life of squeeze film discs are therefore lengthened, especially for larger couple stress parameters, Reynolds numbers and body inertia parameters. A design example is provided to facilitate the engineers assessing the extent to design the non-linear squeezing film discs considering the combined effects of total fluid inertia forces and non-Newtonian couple stresses.
机译:基于动量积分法和微连续谱理论,提出了总流体惯性力和非牛顿耦合应力对平行圆盘之间非线性挤压膜特性的综合影响。挤压膜润滑方程式是从保留了总流体惯性项的斯托克斯偶合应力运动方程式得出的,其中考虑了由基础油与各种类型的添加剂混合产生的非牛顿偶合应力的影响,以及局部润滑的影响。流体惯性和对流流体惯性。然后使用四阶Runge-Kutta方法数值求解挤压盘的非线性运动方程。与无牛顿润滑剂的惯性情况相比,流体惯性力和非牛顿耦合应力的共同作用在挤压膜的响应时间上有很大的增加。因此,可以延长挤压膜片的使用寿命,特别是对于较大的耦合应力参数,雷诺数和车身惯性参数而言。提供了一个设计示例,以帮助工程师考虑总流体惯性力和非牛顿耦合应力的综合影响,评估设计非线性挤压膜片的程度。

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