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Geometrical and inertial properties of a class of thin shells of revolution

机译：一类革命薄壳的几何和惯性特性

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摘要

Line & surface integrals, volumes, centroids of volume, and moments of inertia for thin-walled shells of revolution

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作者
Wang, H.-C.; Worley, W. J.;
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年度 1964
页码 1-212
总页数 212
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
BODIES OF REVOLUTION; CENTROIDS; EXPONENTS; FORTRAN; IBM 7094 COMPUTER; INTEGRALS; MOMENTS OF INERTIA; QUADRANTS; THIN WALLED SHELLS; THIN WALLS; VOLUME; BODY OF REVOLUTION; INERTIA MOMENT; INTEGRAL; SHELL; VOLUME;

机译：革命的身体;质心;指数的; FORTRaN; IBm 7094 COmpUTER;积分;惯性的时刻;象限;薄壁壳;薄壁;体积;革命的身体; INERTIa mOmENT;积分;贝壳;体积;

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专利

1. FORCED GEOMETRICALLY NONLINEAR VIBRATIONS OF THIN SHELLS OF REVOLUTION WITH PIEZOELECTRIC LAYERS [J] . Kozlov V. I, Zinchuk L. P., Karnaukhova T. V, International Applied Mechanics . 2021,第2期

机译：用压电层强制几何非线性振动革命的薄壳
2. Geometrically Nonlinear Stress-Strain State of Multilayer Shells of Revolution with Variable Geometrical Parameters [J] . RASSKAZOV A. O, TRACH V. M, GUPALIUK V. N Проблемы прочности . 2000,第1期

机译：具有可变几何参数的多层旋转壳的几何非线性应力-应变状态
3. Geometrically Nonlinear Stress-Strain State of Multilayer Shells of Revolution with Variable Geometrical Parameters [J] . RASSKAZOV A. O, TRACH V. M, GUPALIUK V. N Проблемы прочности . 2000,第1期

机译：几何参数可变的多层旋转壳的几何非线性应力应变状态
4. Optimal design of geometrically nonlinear shells of revolution with using the mixed finite element method [C] . L U Stupishin, K E Nikitin, A G Kolesnikov International Conference on Sensors, Materials and Manufacturing . 2018

机译：用混合有限元法实现旋转几何非线性壳的最佳设计
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. Dynamic light scattering from polydisperse suspensions of thin ellipsoidal shells of revolution with submicron diameters. [O] . S Fujime, M Takasaki-Ohsita, S Miyamoto 1819

机译：来自椭圆形旋转壳的亚微米直径的多分散悬浮液的动态光散射。
7. Geometric nonlinear analysis of thin elastic paraboloid of revolution shaped shells with radial waves [O] . Mathieu Gil-oulbé, Aleksey S. Markovich, Prosper Ngandu, 2020

机译：径向波革命壳薄弹性抛物面的几何非线性分析

Geometrical and inertial properties of a class of thin shells of revolution

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