Pages that link to "Item:Q2576535"

The following pages link to A geometrically exact Cosserat shell-model including size effects, avoiding degeneracy in the thin shell limit. I: Formal dimensional reduction for elastic plates and existence of minimizers for positive Cosserat couple modulus (Q2576535):

Displaying 48 items.

• Numerical treatment of a geometrically nonlinear planar Cosserat shell model (Q296044) (← links)
• On the spatial behaviour in the bending theory of porous thermoelastic plates (Q394932) (← links)
• An implicit \(G^1\) multi patch B-spline interpolation for Kirchhoff-Love space rod (Q460996) (← links)
• Vibration analysis of non-linear 6-parameter prestressed shells (Q475478) (← links)
• Existence theorem for geometrically nonlinear Cosserat micropolar model under uniform convexity requirements (Q746895) (← links)
• A constrained Cosserat shell model up to order \(O(h^5)\): modelling, existence of minimizers, relations to classical shell models and scaling invariance of the bending tensor (Q824141) (← links)
• Evolution model for linearized micropolar plates by the Fourier method (Q834645) (← links)
• Finite element analysis of localization and micro-macro structure relation in granular materials. I: Formulation (Q943042) (← links)
• Derivation of a model of nonlinear micropolar plate (Q1041324) (← links)
• Shells without drilling rotations: a representation theorem in the framework of the geometrically nonlinear 6-parameter resultant shell theory (Q1618162) (← links)
• Dynamic problems for metamaterials: review of existing models and ideas for further research (Q1618176) (← links)
• Alternative derivation of the higher-order constitutive model for six-parameter elastic shells (Q2026469) (← links)
• The isotropic Cosserat shell model including terms up to \(O(h^5)\). I: Derivation in matrix notation (Q2224459) (← links)
• The isotropic Cosserat shell model including terms up to \(O(h^5)\). II: Existence of minimizers (Q2224460) (← links)
• A Naghdi type nonlinear model for shells with little regularity (Q2224466) (← links)
• Variational analysis of the coupling between a geometrically exact Cosserat rod and an elastic continuum (Q2253952) (← links)
• On generalized Cosserat-type theories of plates and shells: a short review and bibliography (Q2267963) (← links)
• Equilibrium shapes with stress localisation for inextensible elastic Möbius and other strips (Q2343266) (← links)
• Multi-value microstructural descriptors for complex materials: analysis of ground states (Q2354697) (← links)
• Variational approach to dynamic analysis of third-order shear deformable plates within gradient elasticity (Q2356420) (← links)
• Integrability conditions between the first and second Cosserat deformation tensor in geometrically nonlinear micropolar models and existence of minimizers (Q2358960) (← links)
• Existence theorems in the geometrically non-linear 6-parameter theory of elastic plates (Q2377180) (← links)
• A geometrically exact Cosserat shell model for defective elastic crystals. Justification via \(\Gamma\)-convergence (Q2474614) (← links)
• A geometrically exact Cosserat shell-model including size effects, avoiding degeneracy in the thin shell limit. I: Formal dimensional reduction for elastic plates and existence of minimizers for positive Cosserat couple modulus (Q2576535) (← links)
• A geometrically exact micromorphic model for elastic metallic foams accounting for affine microstructure. Modelling, existence of minimizers, identification of moduli and computational results (Q2642644) (← links)
• Linear constrained Cosserat-shell models including terms up to \({O}(h^5)\): conditional and unconditional existence and uniqueness (Q2681337) (← links)
• Existence of minimizers in the geometrically non-linear 6-parameter resultant shell theory with drilling rotations (Q2875341) (← links)
• THE REISSNER–MINDLIN PLATE IS THE Γ-LIMIT OF COSSERAT ELASTICITY (Q3056446) (← links)
• Modelling nonlinear hydroelastic waves (Q3104812) (← links)
• The Γ-limit of a finite-strain Cosserat model for asymptotically thin domains and a consequence for the Cosserat couple modulusμc (Q3177042) (← links)
• Semicontinuity theorem in the micropolar elasticity (Q3558951) (← links)
• A mathematical study of the linear theory for orthotropic elastic simple shells (Q3580601) (← links)
• Analysis of the Deformation of Cosserat Elastic Shells Using the Dislocation Density Tensor (Q4606499) (← links)
• Relaxation Theorem and Lower-Dimensional Models in Micropolar Elasticity (Q4905299) (← links)
• On solvability of initial boundary-value problems of micropolar elastic shells with rigid inclusions (Q5041655) (← links)
• Recent Achievements in Constitutive Equations of Laminates and Functionally Graded Structures Formulated in the Resultant Nonlinear Shell Theory (Q5131275) (← links)
• Refined dimensional reduction for isotropic elastic Cosserat shells with initial curvature (Q5132450) (← links)
• Derivation of a refined six-parameter shell model: descent from the three-dimensional Cosserat elasticity using a method of classical shell theory (Q5133808) (← links)
• Existence theorem for nonlinear micropolar elasticity (Q5189209) (← links)
• A GEOMETRICALLY EXACT PLANAR COSSERAT SHELL-MODEL WITH MICROSTRUCTURE: EXISTENCE OF MINIMIZERS FOR ZERO COSSERAT COUPLE MODULUS (Q5297199) (← links)
• At the origins and in the vanguard of peridynamics, non-local and higher-gradient continuum mechanics: An underestimated and still topical contribution of Gabrio Piola (Q5744875) (← links)
• Crack Nucleation in Shells with Through-the-Thickness Microstructure (Q6049482) (← links)
• A linear isotropic Cosserat shell model including terms up to \(O(h^5)\). Existence and uniqueness (Q6064115) (← links)
• Geometrically nonlinear FEM analysis of 6‐parameter resultant shell theory based on 2‐D Cosserat constitutive model (Q6064981) (← links)
• The geometrically nonlinear Cosserat micropolar shear–stretch energy. Part II: Non‐classical energy‐minimizing microrotations in 3D and their computational validation*** (Q6066710) (← links)
• Asymptotic behavior of minimizing \(p\)-harmonic maps when \(p \nearrow 2\) in dimension 2 (Q6077926) (← links)
• A geometrically nonlinear Cosserat shell model for orientable and non-orientable surfaces: discretization with geometric finite elements (Q6084443) (← links)
• A geometrically nonlinear Cosserat (micropolar) curvy shell model via gamma convergence (Q6174601) (← links)