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Viscoelastic liquid bearing modeling via lattice Boltzmann method

机译:通过Lattice Boltzmann方法模拟粘弹性液体轴承建模

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As the need for higher areal recording density in hard disk drives (HDDs) requires continuous reduction of the fly height in head-disk interface, the tribological issues become critical during operation. In viscoelastic liquid bearing (VLB) technology, thin liquid films instead of air bearing are used for lubrication. In this paper, we developed a computational tool based on lattice Boltzmann method (LBM), which is accurate, fast, robust, and highly parallelizable, for the accurate modeling of a non-Newtonian ultrathin liquid film undergoing extremely high shear rates. We adopted truncated power-law and the Bird-Carreau models to take into account the shear rate dependent viscosity via the relaxation time in our LBM scheme. After the feasibility study of the pressure driven microchannel, the pressure and flow fields under the model slider were calculated for different constitutive relationships. Together with the order of magnitude analyses, our LBM simulations, using a physically realistic viscoelastic constitutive equation, will provide accurate predictions on VLB drive used in HDDs.
机译:由于对硬盘驱动器(HDD)中的更高的面积记录密度需要连续减小头磁盘接口中的飞行高度,因此在操作期间摩擦学问题变得至关重要。在粘弹性液体轴承(VLB)技术中,薄液膜代替空气轴承用于润滑。在本文中,我们开发了一种基于格子Boltzmann方法(LBM)的计算工具,该方法是准确,快速,坚固,非常平缓的,用于遭受极高剪切速率的非牛顿超薄液体膜的精确建模。我们采用截断的幂律和鸟库模型,通过我们的LBM方案中的放松时间考虑剪切速率粘度。在压力驱动的微通道的可行性研究之后,计算模型滑块下的压力和流场,以针对不同的构成关系计算。使用物理逼真的粘弹性本构方程的LBM模拟以及HDD中使用的VLB驱动器的LBM模拟以及LBM模拟的顺序。

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