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Three-Dimensional Thermohydrodynamic Analyses of Rayleigh Step Air Foil Thrust Bearing with Radially Arranged Bump Foils

机译:径向布置凸点箔的瑞利阶梯翼面推力轴承的三维热流体动力学分析

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A three-dimensional (3D) thermohydrodynamic (THD) model for air foil thrust bearings (AFTBs) is presented. The nonisothermal Reynolds equation is solved using pressure boundary conditions at the cooling air plenum considering local temperature-dependent viscosity and density. Air film temperature is calculated using the 3D energy equation with thermal boundary conditions at the top foil, thrust runner, and top foil's leading edge. The cooling air plenum distributes the cooling air to multiple radially arranged cooling channels. The plenum temperature and pressure are found from mass and energy balance equations applied to the plenum. Temperature fields of the top foil, bump foils, thrust disc runner, bearing plate, and cooling air channels are also solved through appropriate energy balance equations with their surroundings. A robust computational algorithm with multiple iteration loops was developed to find all the temperature fields. THD analyses were performed for AFTB with outer radius of 50 mm up to 100,000 rpm. As the cooling air source pressure is increased, the plenum pressure also increases and its temperature decreases due to more cooling capacity. However, cooling effectiveness is not necessarily proportional to the pressure because the flow residence time inside the cooling channels is inversely proportional to the pressure. The analyses show that the thrust disc temperature is a parabolic function with speed, and thermal expansions of the thrust disc and thrust plates contribute to the most significant driving force of thermal instability. Optimum cooling air pressure was found around 12,500 Pa for the proposed AFTB design at the reference simulation condition.
机译:提出了一种用于空气箔推力轴承(AFTB)的三维(3D)热流体动力学(THD)模型。考虑到局部温度相关的粘度和密度,在冷却气室使用压力边界条件求解非等温雷诺方程。使用3D能量方程式计算气膜温度,并在顶部箔,推力流道和顶部箔的前缘具有热边界条件。冷却空气室将冷却空气分配到多个径向布置的冷却通道。增压室温度和压力可从应用于增压室的质量和能量平衡方程式中找到。还可以通过适当的能量平衡方程及其周围环境来求解顶部箔,凸块箔,止推盘流道,轴承板和冷却空气通道的温度场。开发了具有多个迭代循环的鲁棒计算算法,以找到所有温度场。对外径为50毫米,转速高达100,000 rpm的AFTB进行了THD分析。随着冷却空气源压力的增加,由于更多的冷却能力,气室压力也增加并且其温度降低。但是,冷却效率不一定与压力成正比,因为冷却通道内部的流动停留时间与压力成反比。分析表明,推力盘温度是速度的抛物线函数,并且推力盘和推力板的热膨胀是热不稳定性的最大驱动力。在参考模拟条件下,建议的AFTB设计的最佳冷却空气压力约为12,500 Pa。

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