Modeling Stress Strain State of Thin Shells with a Degenerating Domain

F. S. Khairullin

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Modeling Stress Strain State of Thin Shells with a Degenerating Domain

机译：具有退化域的薄壳应力应变状态建模

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摘要

We consider a possibility to apply the method of analyzing the complex-shaped shells, proposed in [1], for determining the stress strain state of thin shells with a degenerating domain. The results of numerical calculations are presented.

机译：我们认为有可能应用[1]中提出的分析复杂形状壳的方法来确定具有退化域的薄壳的应力应变状态。给出了数值计算的结果。

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来源
《Russian Aeronautics》 |2009年第4期|共4页
作者
F. S. Khairullin;
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原文格式 PDF
正文语种 eng
中图分类航空;
关键词
Thin shell; Stress strain state; Analysis method; Numerical results;

机译：薄壳;应力状态;分析方法;数值结果;

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专利

1. Modeling Stress Strain State of Thin Shells with a Degenerating Domain [J] . F. S. Khairullin Russian Aeronautics . 2009,第4期

机译：具有退化域的薄壳应力应变状态建模
2. FEASIBILITY OF SHELL MODELS FOR DETERMINING STRESS-STRAIN STATE AND CREEP DAMAGE OF CYLINDRICAL SHELLS [J] . A. Z. Galishin, A. A. Zolochevskii, S. N. Sklepus International Applied Mechanics . 2017,第4期

机译：确定壳的应力-应变状态和蠕变损伤的壳模型的可行性
3. Two-Layer Ferrocement Shells Stress-Strain State Modeling under the Fire Conditions [J] . A.V. Zhurtov, T.A. Khezhev, A.S. Chepurnenko, Materials science forum . 2020,第期

机译：防火条件下的双层壳壳应力 - 应变状态建模
4. Deformation and stability of thin-walled shallow shells in the case of periodically non-uniform stress-strain state [C] . V.L. Krasovsky, O.V. Lykhachova, Ya.O. Bessmertnyi International Conference on Shell Structures: Theory and Applications . 2018

机译：周期性非均匀应力 - 应变状态下薄壁浅壳的变形与稳定性
5. Geometrically nonlinear finite element formulation of a degenerated solid element to model thin shell behavior. [D] . Wu, Tau Terry. 1995

机译：退化实体元素的几何非线性有限元公式化，用于建模薄壳行为。
6. Effects of Astaxanthin from Shrimp Shell on Oxidative Stress and Behavior in Animal Model of Alzheimer’s Disease [O] . Takunrat Taksima, Pennapa Chonpathompikunlert, Morakot Sroyraya, 2019

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8. Stress Strain Relations in the Theory of Thin Elastic Shells. [R] . Reissner, E. 1952

机译：薄弹性壳理论中的应力应变关系。

Modeling Stress Strain State of Thin Shells with a Degenerating Domain

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