Pages that link to "Item:Q4299516"

The following pages link to Locking‐free curved beam element based on curvature (Q4299516):

Displaying 24 items.

• A Timoshenko-like model for the study of three-dimensional vibrations of an elastic ring of general cross-section (Q332704) (← links)
• Coupled polynomial field approach for elimination of flexure and torsion locking phenomena in the Timoshenko and Euler-Bernoulli curved beam elements (Q393828) (← links)
• Invariant Hermitian finite elements for thin Kirchhoff rods. I: The linear plane case (Q438160) (← links)
• A locking-free meshfree curved beam formulation with the stabilized conforming nodal integration (Q835446) (← links)
• A finite circular arch element based on trigonometric shape functions (Q936210) (← links)
• Developing a formulation based upon curvature for analysis of nonprismatic curved beams (Q936220) (← links)
• Exact solutions for extensible circular curved Timoshenko beams with nonhomogeneous elastic boundary conditions (Q1265364) (← links)
• A locking-free approximation of curved rods by straight beam elements (Q1365838) (← links)
• Locking alleviation in the large displacement analysis of beam elements: the strain split method (Q1794104) (← links)
• Generalization of the strain-split method and evaluation of the nonlinear ANCF finite elements (Q2195587) (← links)
• Elastodynamic analysis of low tension cables using a new curved beam element (Q2458796) (← links)
• An isogeometric implicit \(G^1\) mixed finite element for Kirchhoff space rods (Q2631580) (← links)
• A three-noded shear-flexible curved beam element based on coupled displacement field inter\-polations (Q2719994) (← links)
• Finite element linear and nonlinear, static and dynamic analysis of structural elements: A bibliography (1992-1995) (Q2721478) (← links)
• Free vibrations of shear-flexible and compressible arches by FEM. (Q2761942) (← links)
• CURVATURE-BASED BEAM ELEMENTS FOR THE ANALYSIS OF TIMOSHENKO AND SHEAR-DEFORMABLE CURVED BEAMS (Q3118137) (← links)
• A linear thick curved beam element (Q3721983) (← links)
• An isoparametric quadratic thick curved beam element (Q3730113) (← links)
• Curved beam element via penalty/mixed formulation for nonlinear in-plane analysis (Q3733953) (← links)
• A two-noded locking-free shear flexible curved beam element (Q4248602) (← links)
• Locking‐free straight beam element based on curvature (Q4287749) (← links)
• An accurate two-node finite element for shear deformable curved beams (Q4398066) (← links)
• Free in-plane vibration of curved beam structures: A tutorial and the state of the art (Q4554652) (← links)
• Curved beam elements based on strain fields (Q5689773) (← links)