Pages that link to "Item:Q1576359"
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The following pages link to A critical study of hypersingular and strongly singular boundary integral representations of potential gradient (Q1576359):
Displaying 13 items.
- Evaluation of gradients on the boundary using fully regularized hypersingular boundary integral equations (Q1304116) (← links)
- Differentiability of strongly singular and hypersingular boundary integral formulations with respect to boundary perturbations (Q1368115) (← links)
- Nonlinear dynamic analysis of heterogeneous orthotropic membranes by the analog equation method. (Q1398994) (← links)
- A simple local smoothing scheme in strongly singular boundary integral representation of potential gradient (Q1976188) (← links)
- Approximate formulation of the hypersingular boundary integral equation in potential theory (Q2486448) (← links)
- A Galerkin projection technique for the evaluation of potential derivatives on a smooth boundary in 2D BEM (Q2520408) (← links)
- Evaluation of Green's boundary formula and its first- and second-order derivatives in Legendre series (Q3017946) (← links)
- Expression for the Gradient of the First Normal Derivative of the Velocity Potential (Q3112711) (← links)
- Evaluation of supersingular integrals: second-order boundary derivatives (Q3587806) (← links)
- Potential gradient recovery using a local smoothing procedure in the Cauchy integral (Q3836275) (← links)
- Non‐singular boundary integral representation of potential field gradients (Q4017337) (← links)
- (Q4215503) (← links)
- A High-Order Method for Evaluating Derivatives of Harmonic Functions in Planar Domains (Q4569321) (← links)
