Pages that link to "Item:Q1803311"
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The following pages link to Complex variable boundary element method for torsion of anisotropic bars (Q1803311):
Displaying 15 items.
- Solution of de Saint Venant flexure-torsion problem for orthotropic beam via LEM (line element-less method) (Q388369) (← links)
- Development and implementation of some BEM variants - A critical review (Q441685) (← links)
- Some practical solutions for elastic torsion of bars by charge simulation method (Q920652) (← links)
- Generalized complex variable boundary integral equation for stress fields and torsional rigidity in torsion problems (Q1799684) (← links)
- Comparison among three boundary element methods for torsion problems: CPM, CVBEM, LEM (Q1944551) (← links)
- A novel boundary element approach for solving the anisotropic potential problems (Q1944591) (← links)
- Torsion and flexure analysis of orthotropic beams by a boundary element model (Q2269288) (← links)
- Clifford algebra valued boundary integral equations for three-dimensional elasticity (Q2295068) (← links)
- CVBEM solution for De Saint-Venant orthotropic beams under coupled bending and torsion (Q2356464) (← links)
- Complex potential by hydrodynamic analogy for the determination of flexure-torsion induced stresses in de Saint Venant beams with boundary singularities (Q2450972) (← links)
- A boundary element approach for the torsion of cylindrical bars (Q2734098) (← links)
- Torsion of tubes with quasi-polygonal holes using complex variable method (Q2875330) (← links)
- A NONSINGULAR BOUNDARY ELEMENT METHOD FOR THE TORSION PROBLEM OF THE ANISOTROPIC UNIFORM BAR (Q2971727) (← links)
- Complex variable boundary element method for torsion of composite shafts (Q4359843) (← links)
- On the torsion of functionally graded anisotropic linearly elastic bars (Q5436495) (← links)
