Pages that link to "Item:Q805367"
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The following pages link to The use of simple solutions in the regularization of hypersingular boundary integral equations (Q805367):
Displaying 19 items.
- Singular and hypersingular integrals in the integral equation of variations at boundary (Q2722608) (← links)
- Coupling BEM/TBEM and MFS for the simulation of transient conduction heat transfer (Q3062579) (← links)
- Smoothness-relaxation strategies for singular and hypersingular integral equations (Q4219966) (← links)
- Analytical integrations in 2D BEM elasticity (Q4329166) (← links)
- Hypersingular BEM for transient elastodynamics (Q4349462) (← links)
- NON-SINGULAR SOMIGLIANA STRESS IDENTITIES IN ELASTICITY (Q4360540) (← links)
- New numerical integration schemes for applications of Galerkin BEM to 2-D problems (Q4360571) (← links)
- Analysis of shell-like structures by the Boundary Element Method based on 3-D elasticity: formulation and verification (Q4398069) (← links)
- Approximate formulation and numerical solution for hypersingular boundary integral equations in plane elasticity (Q4439387) (← links)
- Flux and traction boundary elements without hypersingular or strongly singular integrals (Q4493828) (← links)
- The boundary contour method based on the equivalent boundary integral equation for 2-D linear elasticity (Q4933780) (← links)
- Regularization of hypersingular and nearly singular integrals in the potential theory and elasticity (Q5289775) (← links)
- Regularization of strongly singular integrals in boundary integral equations (Q5689775) (← links)
- On the conventional boundary integral equation formulation for piezoelectric solids with defects or of thin shapes. (Q5930759) (← links)
- Regularization of nearly hypersingular integrals in the boundary element method (Q5938444) (← links)
- A multi-variable non-singular BEM in 2D elasticity (Q5947200) (← links)
- A new error indicator based on stresses for three-dimensional elasticity. (Q5951714) (← links)
- Near corner boundary regularization of the parametric integral equation system (PIES) (Q6566833) (← links)
- Efficient modeling of heat conduction in multiply bonded composites covered with thermal barrier coating (Q6578002) (← links)
