Pages that link to "Item:Q2639700"
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The following pages link to A consistent co-rotational formulation for nonlinear, three-dimensional, beam-elements (Q2639700):
Displaying 31 items.
- AN ENERGY-CONSERVING CO-ROTATIONAL PROCEDURE FOR THE DYNAMICS OF PLANAR BEAM STRUCTURES (Q4349448) (← links)
- A FINITE ELEMENT FORMULATION FOR 3-D CONTINUA USING THE CO-ROTATIONAL TECHNIQUE (Q4355311) (← links)
- Analysis of large displacements and large rotations of three-dimensional beams by using small strains and unit vectors (Q4381966) (← links)
- On the geometrically exact low-order modelling of a flexible beam: formulation and numerical tests (Q4646931) (← links)
- Buoyancy forces and the 2D finite element analysis of flexible offshore pipes and risers (Q4785111) (← links)
- Non-linear dynamic behaviour of flexible marine pipes and risers (Q4785172) (← links)
- A WEAK-WEAK FORMULATION FOR LARGE DISPLACEMENTS BEAM STATICS: A FINITE VOLUMES APPROXIMATION (Q4871654) (← links)
- Implicit domain decomposition methods for coupled analysis of offshore platforms (Q5293174) (← links)
- A corotational finite element formulation for the analysis of planar beams (Q5706446) (← links)
- Dynamic response and instability of frame structures (Q5947179) (← links)
- Co-rotational formulation for geometric nonlinear analysis of doubly symmetric thin-walled beams (Q5949105) (← links)
- An equilibrium‐based formulation with nonlinear configuration dependent interpolation for geometrically exact 3D beams (Q6061740) (← links)
- A cell‐centered finite volume formulation of geometrically exact Simo–Reissner beams with arbitrary initial curvatures (Q6070061) (← links)
- A <scp>two‐dimensional</scp> corotational curved beam element for dynamic analysis of curved viscoelastic beams with large deformations and rotations (Q6071401) (← links)
- Numerical modeling of fluid-structure-piezoelectric interaction for energy harvesting (Q6116148) (← links)
- A selectively reduced degree basis for efficient mixed nonlinear isogeometric beam formulations with extensible directors (Q6147054) (← links)
- An efficient displacement-based isogeometric formulation for geometrically exact viscoelastic beams (Q6153867) (← links)
- Corotational force-based beam finite element with rigid joint offsets for 3D framed structures (Q6185210) (← links)
- A contact formulation using local frame of \(SE(3)\) group for corotational beam against rigid solid via moving signed distance field (Q6199467) (← links)
- Meshfree method for geometrical nonlinear analysis of curved and twisted beams using a three-dimensional finite deformation theory (Q6493311) (← links)
- Co-rotational formulations for geometrically nonlinear analysis of beam-columns including warping and Wagner effects (Q6538161) (← links)
- A co-rotational weak-form quadrature planar beam element for geometric nonlinear static and dynamic analysis (Q6553460) (← links)
- A corotational mixed flat shell finite element for the efficient geometrically nonlinear analysis of laminated composite structures (Q6554085) (← links)
- A nine-node corotational curved quadrilateral shell element for smooth, folded, and multishell structures (Q6555209) (← links)
- A finite-strain gradient-inelastic beam theory and a corresponding force-based frame element formulation (Q6555252) (← links)
- Geometrically exact hybrid beam element based on nonlinear programming (Q6555506) (← links)
- Finite element modeling of pipe-laying dynamics using corotational elements (Q6571400) (← links)
- A geometrically nonlinear Hellinger-Reissner shell element for the postbuckling analysis of variable stiffness composite laminate structures (Q6604122) (← links)
- An enhanced corotational virtual element method for large displacements in plane elasticity (Q6604132) (← links)
- A conforming frictional beam contact model (Q6609826) (← links)
- Relative-kinematic formulation of geometrically exact beam dynamics based on Lie group variational integrators (Q6641898) (← links)
