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SIMULATION OF STATIC PERFORMANCE OF AIR FOIL BEARINGS USING COUPLED FEM AND CFD TECHNIQUES

机译:耦合有限元和CFD技术仿真空气箔轴承的静态性能

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The main objective of the current work is to determine a relationship between the top and bump foil's geometry and load carrying capacity in a journal compliant air foil bearing. Static and steady state operation is assumed throughout the analysis. A finite element model is adopted in order to investigate the operational characteristics of the specific bearing. Bump foil's elastic behavior is modeled using two node linear spring elements. During fluid analysis, compressible viscous steady state Navier-Stokes equations are numerically solved. The material used during the structural analysis is Inconel X750 and it is assumed that it has linear and elastic behavior. Thermal effects are not taken under consideration. Constant ambient pressure is applied at the free faces of the fluid as well as no slip condition at the surface of the fluid that faces the top foil. CFD and structural models are solved separately. At the beginning of the analysis CFD problem is solved with the assumption that the top foil has not yet been deformed. After the solution of the CFD problem, the pressure distribution at the surface of the fluid that faces the top foil is applied at the top foil and then the structural problem is solved. Consequently the deflections of the top foil are applied on the corresponding surface of the CFD model and the algorithm continues until convergence is obtained. As soon as the converged solution for the pressure distribution is obtained, numerical integration is performed along the surface of the bearing in order to calculate its load carrying capacity. The same procedure is repeated for different values of bump foil thickness, height and pitch in order to define a pattern that describes the bearing's load carrying capacity as a function of the geometric parameters of the structural problem. Static bearing performance characteristics, such as pressure distribution, bump foil deflection and load capacity are calculated and presented. Furthermore fluid film thickness, top foil deflection and fluid pressure are investigated as functions of the bearing angle as well as load carrying capacity as a function of the bump and top foil stiffness. Finally, a simple thermal analysis is incorporated in order to estimate the temperature rise in the CFD domain due to viscous heat.
机译:目前工作的主要目的是确定顶部和凸块箔的几何形状和承载能力之间的关系,符合符合的空气箔轴承。在整个分析中假设静态和稳态操作。采用有限元模型来研究特定轴承的操作特性。使用两个节点线性弹簧元件建模凸起箔的弹性行为。在流体分析期间,可压缩粘性稳态Navier-Stokes方程在数值上解决。在结构分析期间使用的材料是Inconel X750,并且假设它具有线性和弹性行为。不考虑热效应。在流体的自由面上施加恒定的环境压力以及在面向顶部箔的流体表面处没有滑动条件。 CFD和结构模型分别解决。在分析开始时,通过假设顶部箔尚未变形,解决了CFD问题。在CFD问题的解决方案之后,在顶部箔处施加面向顶部箔的流体表面的压力分布,然后解决了结构问题。因此,在CFD模型的相应表面上施加顶部箔的偏转,并且算法继续直到获得收敛。一旦获得了压力分布的聚合解决方案,沿轴承表面执行数值积分,以便计算其承载能力。对凸块箔厚度,高度和间距的不同值重复相同的程序,以便限定描述轴承的负载承载能力的图案作为结构问题的几何参数的函数。计算和呈现静态轴承性能特性,如压力分布,凸块箔偏转和负载能力。此外,作为轴承角度的函数以及作为凸块和顶部箔刚度的函数的载荷承载能力,研究了流体膜厚度,顶部箔偏转和流体压力。最后,掺入了简单的热分析,以估计由于粘性的热量而在CFD结构域中的温度升高。

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