Simple equations in terms of displacements for finite axisymmetric deflections of shells of revolution-Reference-Cited by-同舟云学术

Simple equations in terms of displacements for finite axisymmetric deflections of shells of revolution

Published:1987-01 Issue:1 Volume:22 Page:1-13
ISSN:0020-7462
Container-title:International Journal of Non-Linear Mechanics
language:en
Short-container-title:International Journal of Non-Linear Mechanics

Author:

Makowski J.,Nolte L.-P.

Publisher

Elsevier BV

Subject

Applied Mathematics,Mechanical Engineering,Mechanics of Materials

Reference21 articles.

1. On axisymmetric deformations of thin shells of revolution;Reissner;Proc. Symp. appl. Math.,1950

2. Investigation of the stability of non-shallow spherical shells for the case of finite displacements based on various equations of the theory of shells;Grigolyuk;Izv. AN SSSR MTT,1972

3. Stability of Non-linear Shells;Shilkrut,1977

4. Methods of Computer Calculations of Shells of Revolution;Valishvili,1976

5. Computerized analysis of shells—governing equations;Bushnell;Comput. Struct.,1984

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1. References;Stability of Nonlinear Shells - On the example of spherical shells;2002

2. Numerical Investigations of Axisymmetrically Loaded Geometrically Nonlinear Shallow Spherical Caps and Circular Plates (A Survey);Stability of Nonlinear Shells - On the example of spherical shells;2002

3. An Axisymmetric Membrane Element With Bending Stiffness for Static Implicit Sheet Metal Forming Simulation;Journal of Applied Mechanics;1999-03-01

4. Finite axisymmetric deformation of shells of revolution with application to flexural buckling of circular plates;Ingenieur-Archiv;1989

5. One-Dimensional Finite Rotation Shell Problems in Displacement Formulation;Lecture Notes in Engineering;1986