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Finite Element Torsional Buckling Analysis and Prediction for Plain Shafts

机译:普通轴的有限元扭转屈曲分析及预测

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One of the challenges facing the designers of aeroengine drive shafts is to transmit higher torques while at the same time reducing the overall diameter of the engine in order to reduce drag. The resulting high performance drive shafts are smaller, lighter and have thinner walls and it is essential that the factors affecting instability are known and understood. Torque is the principal load carried by these shafts and most of the analytical methods for predicting torsional stability are either analytical or semi-empirical and tend not to cover the relevant range of geometries of interest here in terms of shaft geometry. Also, they give only limited information about the failure mode involved. A finite element analysis (FEA) approach has been developed to address this need and this paper presents results for plain shaft sections subjected to torque loading. Geometries leading to elastic buckling and plastic collapse are identified, along with appropriate formulae for calculating the torque capacity.
机译:空气发动机驱动轴设计人员面临的挑战之一是在同时传输更高的扭矩,同时降低发动机的整体直径以减少阻力。由此产生的高性能驱动轴较小,较轻并且具有较薄的壁,并且必须知道影响不稳定性的因素是已知和理解的。扭矩是由这些轴携带的主要负载以及用于预测扭转稳定性的大多数分析方法是分析或半经验的,并且在轴几何形状方面倾向于覆盖其目的的相关几何形状。此外,它们只提供有关涉及的故障模式的有限信息。已经开发了有限元分析(FEA)方法来解决这种需求,本文提出了经受扭矩负荷的普通轴部分的结果。导致弹性弯曲和塑料坍塌的几何形状,以及用于计算扭矩容量的适当公式。

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