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Numerical Investigation of Pressure Profile in Hydrodynamic Lubrication Thrust Bearing

机译:流体动力润滑推力轴承压力分布的数值研究

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摘要

Reynolds equation is solved using finite difference method (FDM) on the surface of the tilting pad to find the pressure distribution in the lubricant oil film. Different pressure profiles with grid independence are described. The present work evaluates pressure at various locations after performing a thorough grid refinement. In recent similar works, this aspect has not been addressed. However, present study shows that it can have significant effect on the pressure profile. Results of a sector shaped pad are presented and it is shown that the maximum average value of pressure is 12% (approximately) greater than the previous results. Grid independence occurs after 24 × 24 grids. A parameter “ψ” has been proposed to provide convenient indicator of obtaining grid independent results. ψ = |(P refinedgrid − P Refrence-grid)/P refinedgrid|, ψ ≤ ε, where “ε” can be fixed to a convenient value and a constant minimum film thickness value of 75 μm is used in present study. This important parameter is highlighted in the present work; the location of the peak pressure zone in terms of (r, θ) coordinates is getting shifted by changing the grid size which will help the designer and experimentalist to conveniently determine the position of pressure measurement probe.
机译:使用倾斜垫表面上的有限差分法(FDM)求解雷诺方程,以找到润滑油膜中的压力分布。描述了具有网格独立性的不同压力曲线。在进行彻底的网格优化后,本工作评估了各个位置的压力。在最近的类似作品中,这一方面尚未得到解决。但是,目前的研究表明它可以对压力分布产生显着影响。给出了扇形垫的结果,结果表明,压力的最大平均值比以前的结果大12%(大约)。网格独立性发生在24×24网格之后。已经提出参数“ψ”以提供获得独立于网格的结果的便利指示符。 ψ= |(P精细网格-P折射率网格)/ P精细网格|,ψ≤ε,其中“ε”可以固定为方便的值,本研究中使用最小恒定膜厚值为75μm。这个重要参数在当前工作中得到了强调。通过更改网格大小,可以用(r,θ)坐标表示峰值压力区域的位置,这将有助于设计人员和实验人员方便地确定压力测量探头的位置。

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