boundary integral equation
II. THE BOUNDARY INTEGRAL EQUATION
... singular boundary integral equation of the 3D compressible fluid flow around an obstacle, which uses isoparametric linear boundary elements of Lagrangean ...singular boundary ...
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II. THE BOUNDARY INTEGRAL EQUATION
... of boundary elements for solving the problem of the bidimensional compressible fluid flow around obstacles, by applying the boundary element ...indirect boundary element method with sources ...
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Discretization of the induced-charge boundary integral equation
... The boundary  separating these two regions is impenetrable to ions or ...the boundary  ...a boundary integral equation that is known variously as the ICC method, the ASC formulation, ...
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Discretization of the Induced-Charge Boundary Integral Equation
... The boundary β separating these two regions is impenetrable to ions or ...a boundary-integral equation that is known variously as the induced-charge computation (ICC) method, the ...
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Boundary integral equation method for electromagnetic and elastic waves
... ABSTRACT In this thesis, the boundary integral equation method (BIEM) is studied and applied to electromagnetic and elastic wave problems. First of all, a spectral domain BIEM called the spectral ...
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A Boundary integral equation for the Neumann problem in bounded multiply connected region
... Boundary integral equation method is one of the common methods for solving Neumann ...the boundary value problem in question to an integral equation on the boundary of the ...
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A boundary integral equation for the exterior neumann problem on multiply connected region
... Besides conformal mapping, there are still many techniques from various mathematics fields for solving the Neumann problem such as finite difference method, finite element method, iterative method, collocation method and ...
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Boundary integral equation method for conformal mapping of multiply connected regions
... an integral equation for homogeneous exterior boundary relationship derived in Murid (1997) for conformal mapping of unbounded simply connected ...with boundary integral equation ...
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Numerical solutions to a boundary integral equation with spherical radial basis functions
... Morton and Neamtu [2] use spherical radial basis functions to solve more general pseudo-differential equations on the sphere, with more emphasis on operators of positive orders. Their method is practically a Galerkin ...
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On the Assessment of Acoustic Scattering and Shielding by Time Domain Boundary Integral Equation Solutions
... domain boundary integral equation formulation of the linear convective wave equation, a computational tool dubbed Time Domain Fast Acoustic Scattering Toolkit (TD-FAST) has recently been under ...
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A boundary integral equation method for numerical solution of parabolic and hyperbolic Cauchy problems
... wave equation, it is then natural to extend the boundary integral equation approach outlined in [10] to cover these equations, and this extension is the investigation of the present ...
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A boundary integral equation method in the frequency domain for cracks under transient loading
... a boundary integral equation method (BIEM) in the frequency domain for transient dynamic crack analysis in isotropic and linear elastic solids subjected to impact ...loading. Boundary ...
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A boundary integral equation with the generalized Neumann kernel for a mixed boundary value problem in unbounded multiply connected regions
... solvable boundary integral equation with the generalized Neumann ...mixed boundary value problem in unbounded multi- ply connected ...an integral equation with the generalized ...
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A boundary integral equation with the generalized neumann kernel for a mixed boundary value problem in unbounded multiply connected regions
... Laplace’s equation with the Dirichlet boundary conditions and Laplace’s equation with the Neumann boundary conditions on multiply connected ...solvable boundary integral ...
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An efficient boundary integral equation method applicable to the analysis of non planar fault dynamics
... efficient boundary integral equation method based on the spatio-temporal formulation for the two-dimensional dynamic and quasistatic analyses of an earthquake fault in a single ...
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Local defect correction for boundary integral equation methods
... Abstract This paper presents a new approach to gridding for problems with localised regions of high activity. The technique of local defect correc- tion has been studied for other methods as finite difference methods and ...
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Two boundary integral equation methods for linear elastodynamics problems on unbounded domains
... This is the well-known Helmholtz decomposition of a vector field, which is used in many applications of Physics. Formulation (29) is of particular interest, for example, when the problem source is a P -wave or a S-wave, ...
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On Boundary Integral Equation Method for Field Distribution under Cracked Metal Surface
... This work was supported by the Center for Advanced Nondestructive Evaluation, operated by the Ames Laboratory, USDOE, for the Air Force Wright Aeronautical Laborto[r] ...
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Boundary integral equation based numerical solutions of helmholtz transmission problems for composite scatters
... Figure 9.2 The numbers of iterations required by the DDM solvers with transmission operators Z j P S , j = 0, 1 as well as Pad´ e approximations Z j P ade,p , j = 0, 1 for various values of p, L-shaped scatterer and the ...
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Direct boundary integral equation method for electromagnetic scattering by partly coated dielectric objects
... They will be expressed through boundary integral operators and give rise to a coupled variational problem featuring traces of the electric and magnetic field on as unknowns.. Our focus [r] ...
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