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首页> 外文期刊>International Journal of Scientific & Technology Research >Selection Of High Performing Geometry In Flexure Bearings For Linear Compressor Applications Using Fea.
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Selection Of High Performing Geometry In Flexure Bearings For Linear Compressor Applications Using Fea.

机译:在使用Fea的线性压缩机应用中选择挠性轴承中的高性能几何形状。

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Abstract: The word 'bearing' comes from the verb 'to bear', a bearing is thus a machine element that permits one part to bear another, by allowing relative motion between them. A bearing is a machine element that constrains relative motion and reduces friction between moving parts to only the desired motion or it is a mechanical element which locates two machine parts relative to each other and permits a relative motion between them. Bearings are components that are used to reduce the amount of friction in a machine. The present work reported in this paper is specific to the selection of a bestgeometry among the selected geometries for flexure bearing used in linear compressor. This paper proposes FEM as tool to find the equivalent stress.Selection of geometry is one of the most important steps in the process of design. The best geometry is one which will serve the desired objective like performance and service life at minimum cost. The main objective of this paper is to investigate best geometry of flexure spring to enhance its performance and improve upon the life of the flexure of service. Performance of the flexure, service life of the spring can be enhanced by achieving lower operating stresses and higher factor of safety.
机译:摘要:“轴承”一词来自动词“要承受”,因此轴承是一种机械零件,通过允许零件之间的相对运动来允许零件承受另一零件。轴承是一种机械元件,可限制相对运动并将运动部件之间的摩擦减小到所需的运动,或者它是一种机械元件,其将两个机械零件彼此相对定位并允许它们之间的相对运动。轴承是用于减少机器摩擦力的组件。本文报道的当前工作专门针对在用于线性压缩机的挠性轴承的选定几何形状中选择最佳几何形状。本文提出了有限元法作为寻找等效应力的工具。几何的选择是设计过程中最重要的步骤之一。最佳的几何形状将以最小的成本实现所需的目标,例如性能和使用寿命。本文的主要目的是研究挠性弹簧的最佳几何形状,以增强其性能并延长其使用寿命。通过获得较低的工作应力和较高的安全系数,可以提高弹簧的挠曲性能,使用寿命。

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