Pages that link to "Item:Q2746257"
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The following pages link to Analysis of shear locking in Timoshenko beam elements using the function space approach. (Q2746257):
Displaying 12 items.
- On a virtual work consistent three-dimensional Reissner-Simo beam formulation using the quaternion algebra (Q359438) (← links)
- Explanation and elimination of shear locking and membrane locking with field consistence approach (Q1808115) (← links)
- Predicting and avoiding shear locking in beam vibration problems using the B-spline field approximation method (Q1817847) (← links)
- Enriched finite element methods for Timoshenko beam free vibration analysis (Q2293333) (← links)
- Analysis of delayed convergence in the three-noded Timoshenko beam element using the function space approach (Q2574813) (← links)
- Examinating the best-fit paradigm for FEM at element level (Q2574840) (← links)
- Analytical solutions of Reddy, Timoshenko and Bernoulli beam models: a comparative analysis (Q2692875) (← links)
- On the theory of a Cosserat point and shear locking in thin beams (Q2717673) (← links)
- Prathap's best-fit paradigm and optimal strain recovery points in indeterminate tapered bar analysis using linear element (Q3060246) (← links)
- Conservation of Best-Fit Paradigm at an Element Level (Q3084011) (← links)
- A mixed co-rotational formulation of 2D beam element using vectorial rotational variables (Q3418143) (← links)
- Finite element linear and nonlinear, static and dynamic analysis of structural elements, an addendum (Q4797023) (← links)
