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AN EXACT ANALYTIC METHOD APPLIED TO NONHOMOGENEOUS RING-AND STRINGER-STIFFENED CYLINDRICAL SHELLS
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作者 叶开源 纪振义 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1989年第9期785-796,共12页
In this paper, the nonlinear axial symmetric deformation problem of nonhomogeneous ring- and stringer-stiffened shells is first solved by the exact analytic method. An analytic expression of displacements and stress r... In this paper, the nonlinear axial symmetric deformation problem of nonhomogeneous ring- and stringer-stiffened shells is first solved by the exact analytic method. An analytic expression of displacements and stress resultants is obtained and its convergence is proved. Displacements and stress resultants converge to exact solution uniformly. Finally, it is only necessary to solve a system of linear algebraic equations with two unknowns. Four numerical examples are given at the end of the paper which indicate that satisfactory results can be obtained by the exact analytic method. 展开更多
关键词 AN EXACT ANALYTIC method applied TO NONHOMOGENEOUS RING-AND STRINGER-STIFFENED CYLINDRICAL SHELLS
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THE SINGULAR PERTURBATION METHOD APPLIED TO THE NONLINEAR STABILITY PROBLEM OF A SHALLOW SPHERICAL SHELL(Ⅱ)
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作者 康盛亮 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1990年第3期285-291,共7页
In this paper we consider the nonlinear stability of a thin elastic circular shallow spherical shell under the action of uniform normal pressure with a clamped edge. When the geometrical parameter k is large, the unif... In this paper we consider the nonlinear stability of a thin elastic circular shallow spherical shell under the action of uniform normal pressure with a clamped edge. When the geometrical parameter k is large, the uniformly valid asymptotic solutions are obtained by means of the singular perturbation method. In addition, we give the analytic formula for determining the centre deflection and the critical load, and the stability curve is also derived. This paper is a continuation of the author's previous paper[11] 展开更多
关键词 THE SINGULAR PERTURBATION method applied TO THE NONLINEAR STABILITY PROBLEM OF A SHALLOW SPHERICAL SHELL
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Food Safety Detection Methods Applied to National Special Rectification of Product Quality and Food Safety
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《China Standardization》 2007年第6期35-,共1页
  Afour-month period of national special rectification for product quality and food safety officially started on August 25, and was focused on eight fields, including those of agricultural products and processed foo...   Afour-month period of national special rectification for product quality and food safety officially started on August 25, and was focused on eight fields, including those of agricultural products and processed foods.…… 展开更多
关键词 Food Safety Detection methods applied to National Special Rectification of Product Quality and Food Safety
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Study on fuzzy method applied in classified groundwater environmental vulnerability degree
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《Global Geology》 1998年第1期82-82,共1页
关键词 Study on fuzzy method applied in classified groundwater environmental vulnerability degree
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QUASI-PRINCIPAL AXIS METHOD IN FINITE DEFORMATION
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作者 郑泉水 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1996年第10期909-921,共13页
A quasi-quasi-principal axis frame means a unit orthogonal frame in which the shear strains are small. As an extension of Hill's principal axis method we establish the approximate representations for various str... A quasi-quasi-principal axis frame means a unit orthogonal frame in which the shear strains are small. As an extension of Hill's principal axis method we establish the approximate representations for various strains. the.finite rotation tensor, spins, strain rates. conjugate stresses and their rates with respect to quasi-principal axes. The quasiprincipal axis method may function as a new basis of numerically analyzing finite deformation problems. 展开更多
关键词 small shear strain quasi-principal axes applied large deformation method
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On the PoincaréAlgebra in a Complex Space-Time Manifold
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作者 Nathalie Debergh Gilles D’Agostini Jean-Pierre Petit 《Journal of Modern Physics》 2021年第3期218-228,共11页
We extend the Poincaré group to the complex Minkowski space-time. Special attention is paid to the corresponding algebra that we achieve through matrices as well as differential operators. We also point out the g... We extend the Poincaré group to the complex Minkowski space-time. Special attention is paid to the corresponding algebra that we achieve through matrices as well as differential operators. We also point out the generalizations of the two Casimir operators. 展开更多
关键词 Complex Minkowski Manifold Poincaré Group Lie Algebraic methods applied to Physics
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