Solution for the degenerate scale for a rigid curve in antiplane elasticity by using a weakly singular integral equation
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Publication:5866584
DOI10.1177/10812865211011209OpenAlexW3158921678MaRDI QIDQ5866584
Publication date: 22 September 2022
Published in: Mathematics and Mechanics of Solids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1177/10812865211011209
degenerate scaleweakly singular integral equationantiplane elasticityrigid curvecoordinate transform methodmultiple rigid curves
Cites Work
- Degenerate scale for multiply connected Laplace problems
- Numerical solution for the degenerate scale in 2D Laplace equation for notch in half-plane using null field BIE
- Degenerate scale for 2D Laplace equation with Robin boundary condition
- Evaluation of the degenerate scale in Laplace equation by using Newton iteration method
- Revisit of the degenerate scale for an infinite plane problem containing two circular holes using conformal mapping
- Linkage between the unit logarithmic capacity in the theory of complex variables and the degenerate scale in the BEM/BIEMs
- Analytical derivation and numerical experiments of degenerate scales for regular \(N\)-gon domains in two-dimensional Laplace problems
- Degenerate scale for the Laplace problem in the half-plane; approximate logarithmic capacity for two distant boundaries
- On the path independence and invariant of the J-integral for a slant crack and rigid-line inclusion using degenerate kernels and the dual BEM
- Analytical study and numerical experiments for degenerate scale problems in boundary element method using degenerate kernels and circulants
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