Finite Rotations in Structural Mechanics Proceedings of the Euromech Colloquium 197, Jabłonna, Poland, 1985
The deformation near a material particle of the classical continuum is produced by successive superposition of a rigid-body translation, a pure stretch along principal directions of strain and a rigid-body ro tation of those directions. The rotational part of deformation is par ticularly important...
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| Format: | eBook |
| Language: | English |
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Berlin, Heidelberg
Springer Berlin Heidelberg
1986, 1986
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| Edition: | 1st ed. 1986 |
| Series: | Lecture Notes in Engineering
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| Subjects: | |
| Online Access: | |
| Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- Intrinsic shell-theory formulation effective for large rotations and an application
- On geometrically nonlinear theory of elastic shells derived from pseudo-Cosserat continuum with constrained microrotations
- Some mathematical results related to nonlinear thin shell problems
- Postcritical deformations of meridional cross-section of elastic torodial shells subject to external pressure
- The complementary energy principle in finite elastostatics as a dual problem
- Finite rotations and complementary extremum principles
- Deformation of the shell boundary
- Comparison of numerical results for nonlinear finite element analysis of beams and shells based on 2-D elasticity theory and on novel finite rotation theories for thin structures
- Fundamental equations and extremum principles in the theory of thin shells
- Inhomogeneity and rotation
- On a general theory of large rotations and small strain with application to three-dimensional beam structures
- Finite displacement theory of naturally curved and twisted beams with finite rotations
- Higher-order moderate rotation theories for elastic anisotropic plates
- Finite strains and rotations in shells
- Theory of thin walled elastic beams with finite displacements
- One-dimensional finite rotation shell problems in displacement formulation
- On the derivation and efficient computation of large rotation shell models
- Rotations as primary unknowns in the nonlinear theory of shells and corresponding finite element models
- Polar decomposition and finite rotation vector in first-order finite elastic strain shell theory
- Nonlinear models of deformed thin bodies with separation of the finite rotation field
- Ultimate load analysis of thin walled steel structures with elastoplastic deformation properties using FEM-Theoretical, algorithmic and numerical investigations
- Compatibility of rotations with the change-of-metric measures in a deformation of a material surface
- Finite rotations, variational principles and buckling in shell theory
- Numerical analysis of thin-walled structure finite displacements
- Elasto-plastic structures under variable loads at small strains and moderate rotations
- Finite rotations in the approximation of shells
- Finite rotations of linear elastic bodies