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Slip Velocity and Roughness Effect on Magnetic Fluid-Based Infinitely Long Bearings

机译:滑动速度和粗糙度对磁流体的无限长轴承的影响

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Efforts have been made to analyze the performance of a magnetic fluid based infinitely long rough bearing with slip velocity. The magnitude of the magnetic field is taken to be an unusual one. It is known that in this type of bearing system the standard deviation affects the system most as compared to the other two roughness parameters. Therefore the effect of standard deviation remains in focus. Christensen and Tonder's model has been adopted for stochastically averaging the Reynolds' type equation. The solution of this second order non linear partial differential equation gives rise to the expression for pressure distribution leading to the calculation of load carrying capacity. Further, friction is calculated at both the plates. The computed results presented in graphical forms reveal that while the magnetization has a strong positive effect, the combined effect of the slip parameter and the standard deviation is significantly adverse. However, this investigation says that keeping the slip coefficient at minimum, the magnetization may compensate the adverse effect of the standard deviation. In addition, this article offers an additional degree of freedom through the form of the magnitude of the magnetic field for designing the bearing system.
机译:已经努力分析基于无限长的粗轴承的磁性流体的性能具有滑移速度。磁场的大小被认为是一个不寻常的。众所周知,在这种类型的轴承系统中,标准偏差与其他两个粗糙度参数相比,最多影响系统。因此,标准偏差的效果仍然存在焦点。克里斯滕森和唐德尔的模型已经采用了随机平均雷诺型方程。该第二阶非线性偏微分方程的解决方案产生了导致负载承载能力计算的压力分布的表达。此外,在两个板上计算摩擦。以图形形式提出的计算结果揭示了虽然磁化具有强烈的积极效果,但滑移参数和标准偏差的组合效果显着不利。然而,该研究表明,保持滑移系数最小,磁化可以补偿标准偏差的不利影响。此外,本文通过用于设计轴承系统的磁场大小的形式提供额外的自由度。

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