圆柱型正交各向异性曲杆端点受力的弯曲问题  

Bending problems of cylindrical orthogonal anisotropic elastic wedge curved lever under load at the ends

作　　者：吴志飞[1] 刘小勇 张明星[1] 

机构地区：[1]南昌大学工程力学中心 [2]江西省国利建设集团有限公司

出　　处：《山西建筑》2008年第8期85-86,共2页Shanxi Architecture

摘　　要：针对各向异性体在所有各个方向的弹性并不完全相同的特点,讨论了比较特殊情况下的问题,即圆柱型正交各向异性曲杆在端点受力的弯曲问题,将该问题看成是曲杆在各向异性极点受力弯曲问题与曲杆纯弯问题的叠加,从而给出这类问题的一种解法。According to the characteristics of anisotropic objects with various elasticity in different directions problem under special condition-the bending problem of cylindrical orthogonal anisotropic dastie wedge curved lever under load at the ends is discussed, which can be regard as superposition of bending problem of curved lever under load actions of anisotropic limit points and pure bending problem of curved lever, in order to provide one solution for this kindof problem.

关 键 词：圆柱型曲杆 正交各向异性 应力函数 

分 类 号：TU323[建筑科学—结构工程]