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折线形开口薄壁截面圆弧曲梁弯扭理论

AN EXACT BENDING AND TORSION THEORY OF THINWALLED CURVED BEAMS WITH OPENSECTIONS
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摘要 现有薄壁曲梁弯扭理论缺乏严密的理论推导。本文基于薄壁构件理论的两个基本假设,精确地导出了任意折线形开口薄壁截面圆弧曲梁的翘曲位移、正应力、剪应力及其各自合力的精确表示式。为便于应用。 Current available theories for thinwalled curved beams lack a rigorous theoretical development.This paper provides a detailed derivation of an exact theory for biaxial bending and torsion of thinwalled circularlycurved beams .The derivation is based on two wellaccepted assumptions in the theory of straight thinwalled beams. Exact expressions for warping displacement, normal and shear stresses and their resultants are presented. A simplifed theory is also given for practical applications.
作者 童根树 姚谏
机构地区 浙江大学土木系
出处 《工程力学》 EI CSCD 北大核心 1997年第4期112-120,共9页 Engineering Mechanics
关键词 曲线梁 薄壁构件 扭转 弯曲 钢梁 开口梁 curved beam, thinwalled member, torsion, bending
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