用各种强度理论分析双弯曲加筋正交各向异性壳的强度方法

IF 1.2 Q3 ENGINEERING, MECHANICAL FME Transactions Pub Date : 2023-01-01 DOI:10.5937/fme2302211s
A. Semenov
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引用次数: 0

摘要

提出了一种加筋薄壁壳结构材料强度分析方法。所考虑的壳体是由正交异性材料制成的。作者分析了最大应力准则、Mises-Hill准则、Fisher准则、goldenblat - kopnov准则、Liu-Huang-Stout准则、cai - wu准则和Hoffman准则这七种强度准则的适用性。在研究中,考虑了平面中双曲的浅壳方形。采用考虑横向剪切作用的几何非线性壳变形数学模型。计算基于T10/UPE22-27玻璃纤维增强塑料的特性。该方法通过计算结构加载各阶段的若干强度准则值,并分析不满足强度条件的区域随荷载增加的发展情况。
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Method of strength analysis for doubly-curved stiffened orthotropic shells by various strength theories
The paper proposes a method of strength analysis for materials of thin-walled shell structures reinforced with stiffeners. The shells under consideration were made of orthotropic materials. The authors analyze the applicability of the following seven strength criteria: the maximum stress criterion, the Mises-Hill criterion, the Fisher criterion, the Goldenblatt-Kopnov criterion, the Liu-Huang-Stout criterion, the Tsai-Wu criterion, and the Hoffman criterion. During the study, doubly-curved shallow shells square in the plan were considered. A geometrically nonlinear mathematical model of shell deformation, which considers transverse shears, was used. The calculations were based on the characteristics of T10/UPE22-27 glass-fiber-reinforced plastic. The method relies on calculating the values of several strength criteria at each step of structural loading and analyzing the development of areas failing to meet the strength conditions as the load increases.
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来源期刊
FME Transactions
FME Transactions ENGINEERING, MECHANICAL-
CiteScore
3.60
自引率
31.20%
发文量
24
审稿时长
12 weeks
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