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Subsequently, the boundary integral equation for the determination of the nonspecified boundary quantity is systematically established.
J. Solids Struct.] to develop the 2.5-D boundary integral equation for a saturated porous medium.
The governing boundary integral equation for a planar anticrack of arbitrary shape is obtained in terms of a normal stress discontinuity.
An approximate fundamental solution technique has been adopted in establishing the boundary integral equation for the dynamic problem of a thin plate.
An interface integral boundary element method introduced by Gao in 2009 (Engineering Analysis with Boundary Elements 2009; 33: 539–546) is extended to generate a single-domain boundary integral equation for governing this line-inclusion problem.
Our formulation is given as a coupled system, which combines the original Foldy Lax formulation for the point scatterers and the regular boundary integral equation for the extended obstacle scatterers.
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Employing the spatial domain boundary integral equations for the half-space soil and pile rows as well as the sequence Fourier transform method, the wavenumber domain boundary integral equations for the soil and pile rows are derived.
A unified approach, originating from Cauchy integral theorem, is presented to derive boundary integral equations for two dimensional elasticity problems.
The 2.5-D boundary integral equations for the wave scattering problem and the moving load problem are established.
A spectral formulation of the plane-strain boundary integral equations for an interface between dissimilar elastic solids is presented.
Firstly, a consistent formulation of boundary integral equations for a shell of finite length is derived based on the energy conservation principle and the reciprocity theorem.
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