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Numerical solution of finite modified Reynolds equation for couple stress squeeze film lubrication of porous journal bearings

机译:多孔轴颈轴承偶应力挤压膜润滑的有限修正雷诺方程数值解

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In this paper, the rheological effect of couple stress fluids on the static and dynamic characteristics of squeeze film lubrication in finite porous journal bearings is studied. The finite modified Reynolds equation is derived from the Stokes constitutive equations for couple stress fluids and is solved numerically by using the finite difference technique. The applied load is considered as a sinusoidal function of time to simulate the bearings operating under cyclic loads. Under a cyclic load, the effect of couple stress is to reduce the velocity of the journal centre and to increase the minimum permissible height of the squeeze film.
机译:本文研究了有限应力多孔轴颈轴承中耦合应力流体对挤压膜润滑静态和动态特性的流变效应。有限修正的雷诺方程是从耦合应力流体的斯托克斯本构方程中导出的,并使用有限差分技术进行了数值求解。施加的载荷被视为时间的正弦函数,以模拟轴承在周期性载荷下的运行。在循环载荷下,耦合应力的作用是降低轴颈中心的速度并增加挤压膜的最小允许高度。

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