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首页> 外文期刊>American Journal of Applied Mathematics >Investigation of pressure distributions for a finite elastohydrodynamic journal bearing lubricated by Ferro fluids with couple stresses
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Investigation of pressure distributions for a finite elastohydrodynamic journal bearing lubricated by Ferro fluids with couple stresses

机译:铁磁流体润滑耦合有限弹性流体动力轴颈轴承压力分布研究

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The performance of finite elastohydrodynamic journal bearings lubricated by ferrofluids with couple stresses has been studied. We derive a Reynolds equation that takes into account magneto elastohydrodynamics, by using the continuity and momentum equations. The equation has been integrated locally across the film thickness and an equation for the pressure gradient obtained as a function of film thickness and total mass flow rate of lubricant, the modified Reynolds equation. The modified Reynolds equation obtained is solved numerically by the finite difference technique since it is highly non-linear. The numerical scheme used is implemented in MATLAB so as to obtain the approximate solutions. The pressure distributions are obtained and the solutions obtained represented in graphs. It is clear from the results that the pressure increases with the increase in magnetism and the couple stress.
机译:研究了铁磁流体在偶应力作用下润滑的有限弹性流体动力轴颈轴承的性能。通过使用连续性和动量方程,我们得出了考虑磁弹性流体动力学的雷诺方程。该方程已经在整个膜厚度上局部积分,并且获得了作为膜厚度和润滑剂总质量流量的函数的压力梯度方程,即改进的雷诺方程。由于它是高度非线性的,因此可以通过有限差分技术对所得修正的雷诺方程进行数值求解。使用的数值方案在MATLAB中实现,以便获得近似解。获得压力分布并且获得的溶液以曲线图表示。从结果可以明显看出,压力随着磁性和偶合应力的增加而增加。

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