Pages that link to "Item:Q837478"
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The following pages link to On the geometrically exact beam model: a consistent, effective and simple derivation from three-dimensional finite-elasticity (Q837478):
Displaying 34 items.
- A computational framework for polyconvex large strain elasticity for geometrically exact beam theory (Q292608) (← links)
- Weak form quadrature element analysis of planar slender beams based on geometrically exact beam theory (Q399000) (← links)
- Nonlinear dynamics of slender structures: a new object-oriented framework (Q670342) (← links)
- Weak form quadrature elements based on absolute nodal coordinate formulation for planar beamlike structures (Q823903) (← links)
- A geometrically nonlinear shear deformable beam model for piezoelectric energy harvesters (Q824919) (← links)
- Mechanics and electrochemistry of ionic polymer metal composites (Q904800) (← links)
- Extension of non-linear beam models with deformable cross sections (Q905058) (← links)
- A finite strain beam formulation. The three-dimensional dynamic problem. I (Q1069342) (← links)
- On a geometrically exact curved/twisted beam theory under rigid cross-section assumption (Q1420028) (← links)
- An implicit 3D corotational formulation for frictional contact dynamics of beams against rigid surfaces using discrete signed distance fields (Q2021082) (← links)
- An electromechanically coupled beam model for dielectric elastomer actuators (Q2115611) (← links)
- An immersed boundary method for the fluid-structure interaction of slender flexible structures in viscous fluid (Q2123840) (← links)
- Analytical evaluation of stresses and strains in inhomogeneous non-prismatic beams undergoing large deflections (Q2156258) (← links)
- Hamel's formalism for classical field theories (Q2190686) (← links)
- Variational modeling of plane-strain hyperelastic thin beams with thickness-stretching effect (Q2296305) (← links)
- Isogeometric collocation for three-dimensional geometrically exact shear-deformable beams (Q2308574) (← links)
- Locking-free isogeometric collocation formulation for three-dimensional geometrically exact shear-deformable beams with arbitrary initial curvature (Q2309995) (← links)
- An objective and path-independent 3D finite-strain beam with least-squares assumed-strain formulation (Q2329617) (← links)
- A weak form quadrature element formulation of geometrically exact shells incorporating drilling degrees of freedom (Q2414266) (← links)
- Comment on: On the geometrically exact beam model: a consistent, effective and simple derivation from three-dimensional finite-elasticity (Q2428252) (← links)
- Response to comments by Dewey H. Hodges (Q2428253) (← links)
- A solid-beam finite element and non-linear constitutive modelling (Q2450030) (← links)
- Direct computation of critical equilibrium states for spatial beams and frames (Q2894889) (← links)
- On the equations of motion for curved slender beams using tubular coordinates (Q2931285) (← links)
- Director-based beam finite elements relying on the geometrically exact beam theory formulated in skew coordinates (Q2952400) (← links)
- Dynamique et schémas d'intégration pour modèles de poutres géométriquement exacts (Q4221938) (← links)
- On the role of geometrically exact and second-order theories in buckling and post-buckling analysis of three-dimensional beam structures (Q4387542) (← links)
- An efficient 3D numerical beam model based on cross sectional analysis and Ritz approximations (Q6065026) (← links)
- A cell‐centered finite volume formulation of geometrically exact Simo–Reissner beams with arbitrary initial curvatures (Q6070061) (← links)
- Corotational force-based beam finite element with rigid joint offsets for 3D framed structures (Q6185210) (← links)
- A numerical scheme for geometrically exact flexoelectric microbeams using the weak form quadrature element method (Q6490813) (← links)
- On the homogeneous torsion problem for heterogeneous and orthotropic cross-sections: theoretical and numerical aspects (Q6549574) (← links)
- Finite difference technique for the evaluation of the transverse displacements in force-based beam finite elements (Q6566035) (← links)
- Nurbs-based Timoshenko formulation of a geometrically nonlinear planar beam (Q6580599) (← links)
