A Vekua‐type linear theory of thick elastic shells
From MaRDI portal
Publication:5404739
DOI10.1002/zamm.201200197zbMath1432.74141OpenAlexW2028549009MaRDI QIDQ5404739
Publication date: 28 March 2014
Published in: ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1002/zamm.201200197
Related Items (5)
Asymptotically correct boundary conditions for the higher-order theory of plate bending ⋮ Higher order theory of micropolar plates and shells ⋮ Higher order couple stress theory of plates and shells ⋮ On various equations of the analytical mechanics of thick-walled heterogeneous shells and some of their applications in wave dispersion problems ⋮ Abnormal Buckling of Thin-Walled Bodies with Shape Memory Effects Under Thermally Induced Phase Transitions
Cites Work
- Concentrated contact interactions in cuspidate prismatic shell-like bodies
- A cusped prismatic shell-like body under the action of concentrated moments
- On the asymptotic nature of approximate models of beams, plates, and shells
- Construction of refined applied theories for a shell of arbitrary shape
- The problem of plate modeling: Theoretical and computational results
- Determination of frequencies of natural vibrations of circular plates
- On the completeness of a system of homogeneous solutions of the plates theory
- On the a posteriori estimation of the modeling error for the heat conduction in a plate and its use for adaptive hierarchical modeling
- The method of homogeneous solutions and biorthogonal expansions in the plane problem of the theory of elasticity for an orthotropic body
- A quasifront in the problem of the action of an instantaneous point impulse at the edge of a conical shell
- On `best' shell models -- from classical shells, degenerated and multi-layered concepts to 3D
- Boundary layers of hierarchical beam and plate models
- On consistent plate theories
- A posteriori modeling error estimation for hierarchic plate models
- Hierarchical models of elastic shells in curvilinear coordinates
- Higher order effects in thick rectangular elastic beams
- Regions of effective application of the methods of three-dimensional and two-dimensional analysis of transient stress waves in shells and plates
- Variational methods of constructing models of shells
- Two-dimensional hierarchical models for prismatic shells with thickness vanishing at the boundary
- On construction of approximate solutions of equations of nonlinear and nonshallow shells
- On a Mathematical Model of Bars with Variable Rectangular Cross-sections
- TRAVELLING WAVE PACKETS IN AN INFINITE THIN CYLINDRICAL SHELL UNDER INTERNAL PRESSURE
- LOCALIZED FAMILIES OF BENDING WAVES IN A THIN MEDIUM-LENGTH CYLINDRICAL SHELL UNDER PRESSURE
- On the use of sampling surfaces method for solution of 3D elasticity problems for thick shells
- On the 2D models of plates and shells including the transversal shear
- Existence and uniqueness theorems for cusped prismatic shells in theNth hierarchical model
- Hierarchic models for laminated composites
- On a refinement of the classical theory of bending of circular plates
- On Asymptotic Expansions for Circular Cylindrical Shells
- Symmetric Bending of Thick Circular Plates
- Higher-Order Theories for Structural Analysis Using Legendre Polynomial Expansions
- On the linear theory of thin elastic shells
- Application of the symbolic method to the derivation of the equations of the theory of plates
- On the Theory of Elastic Vibrations in Plates and Shells
This page was built for publication: A Vekua‐type linear theory of thick elastic shells