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变截面悬臂梁在任意载荷作用下弯曲问题研究
引用本文:杨加明,曾旒缯,熊村辉. 变截面悬臂梁在任意载荷作用下弯曲问题研究[J]. 南昌航空工业学院学报, 1999, 13(1): 1
作者姓名:杨加明  曾旒缯  熊村辉
作者单位:南昌航空工业学院应用工程系
摘    要:本文提供了一种求解变截面悬臂梁在任意载荷作用下最大正应力及最大变形的方法。此种方法运用了以能量为基础的瑞利-李兹法求挠度,避免了一般材料力学中采用直接积分的方法所带来的困难。运用此方法对两例不同截面、不同载荷作用下的悬臂梁的最大正应力及最大变形求解,其过程较简洁。可以看出此法具有通用性,能方便地解决此类问题。

关 键 词:悬臂梁  载荷  应力  变形
修稿时间:1998-11-23

Bending of Cantilever Beams of Variable Cross Section under Arbitrary Loads
Yang Jiaming,Zen Liuzen,Xiong Cunhui. Bending of Cantilever Beams of Variable Cross Section under Arbitrary Loads[J]. Journal of Nanchang Institute of Aeronautical Technology(Natural Science Edition), 1999, 13(1): 1
Authors:Yang Jiaming  Zen Liuzen  Xiong Cunhui
Abstract:We know that the cantilever beams are commonly used in engineering structure. Strength and stiffness should be considered in design of the structure. In the paper, the Rayleigh Rits method is presented. It does not need direct integration which is often used in context of strength of materials. It may solve the problems of maximum stress and maximum deformation of cantilever beams with variable cross section under arbitrary loads. Two examples are presented using computer aided calculation and sophisticated equations maybe rapidly solved in the way.
Keywords:cantilever beam  loads  stress  deformation  
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