scientific article; zbMATH DE number 2022321
From MaRDI portal
Publication:4441706
zbMath1076.74001MaRDI QIDQ4441706
Lee, Kang Yong, Yi-Zhou Chen, Norio Hasebe
Publication date: 6 January 2004
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Classical linear elasticity (74B05) Fracture and damage (74R99) Research exposition (monographs, survey articles) pertaining to mechanics of deformable solids (74-02) Fredholm integral equations (45B05) Integral equations with kernels of Cauchy type (45E05) Introductory exposition (textbooks, tutorial papers, etc.) pertaining to functions of a complex variable (30-01) Research exposition (monographs, survey articles) pertaining to integral equations (45-02)
Related Items (32)
Solving stress tensor fields around multiple pressure-loaded fractures using a linear superposition method (LSM) ⋮ Stress intensity factors for bonded two half planes weakened by thermally insulated cracks ⋮ \(T\)-stress evaluation for slightly curved crack using perturbation method ⋮ The degenerate scale problem for the Laplace equation and plane elasticity in a multiply connected region with an outer circular boundary ⋮ Hypersingular integral equation for multiple curved cracks problem in plane elasticity ⋮ Numerical solution for thermal confocal elliptic dissimilar layers in plane elasticity ⋮ Properties of integral operators and solutions for complex variable boundary integral equation in plane elasticity for multiply connected regions ⋮ Mode stresses for the interaction between an inclined crack and a curved crack in plane elasticity ⋮ Antiplane elasticity crack problem for a strip of functionally graded materials with mixed boundary condition ⋮ Degenerate scale problem for the Laplace equation in the multiply connected region with outer elliptic boundary ⋮ Closed-form solution for Eshelby's elliptic inclusion in antiplane elasticity using complex variable ⋮ Numerical solution for a crack embedded in multiple elliptic layers with different elastic properties ⋮ Stress intensity factor for multiple inclined or curved cracks problem in circular positions in plane elasticity ⋮ Fracture analysis for a cusp-type crack problem ⋮ Solution of multiple crack problem in a finite plate using an alternating method based on two kinds of integral equation ⋮ EVALUATION OF THE T-STRESS FOR MULTIPLE CRACKS IN AN INFINITE PLATE USING SINGULAR INTEGRAL EQUATION ⋮ Formulation of indirect BIEs in plane elasticity using single or double layer potentials and complex variable ⋮ Evaluation of the degenerate scale for BIE in plane elasticity and antiplane elasticity by using conformal mapping ⋮ Complex variable boundary integral method for linear viscoelasticity. I : Basic formulations ⋮ Singular integral equation method for multiple Zener-Stroh crack problems in antiplane elasticity ⋮ Eigenfunction expansion variational method for stress intensity factor and T-stress evaluation of a circular cracked plate ⋮ A general method to determine the stress intensity factor of multiple collinear cracks ⋮ Numerical solution for degenerate scale problem arising from multiple rigid lines in plane elasticity ⋮ Hypocycloidal inclusions in nonuniform out-of-plane elasticity: stress singularity vs. stress reduction ⋮ Evaluation of the T-stress for multiple cracks in an elastic half-plane using singular integral equation and Green's function method ⋮ Complex potentials and integral equations for curved crack and curved rigid line problems in plane elasticity ⋮ Solution of multiple confocally elliptical layers with dissimilar properties in antiplane elasticity with eigenstrains and remote loading ⋮ Doubly periodic arrays of cracks and thin inhomogeneities in an infinite magnetoelectroelastic medium ⋮ Stress intensity factor for an elastic half plane weakened by multiple curved cracks ⋮ Perturbation method for the solution of a Zener-Stroh crack with a slightly curved configuration ⋮ Numerical solution for the thermally insulated cracks in bonded dissimilar materials using hypersingular integral equations ⋮ Solution of periodic group crack problems by using the Fredholm integral equation approach
This page was built for publication: