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Coupling of Finite Elements and Boundary Elements in Electromagnetic Scattering
SIAM Journal on Numerical Analysis, 2003The author considers the transmission problem with homogeneous Maxwell equations for the electric field, where the (bounded) scatterer has piecewise smooth Lipschitz boundary. He studies the symmetric coupling of a weak formulation of Maxwell's equations inside the scatterer with boundary integral equations arising from the problem in the unbounded ...
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C2-CONTINUOUS ELEMENTS FOR BOUNDARY ELEMENT ANALYSIS
International Journal for Numerical Methods in Engineering, 1997A new kind of \(C^2\)-continuous elements is derived by linear blending of two consecutive second-order Overhauser elements, with the latter one being the quadratic blending of three quartic \(C^0\)-continuous elements. The numerical implementation by these new elements is given for the boundary integral equations employed in solution of boundary value
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Finite Element and Boundary Element Methods
2018In this chapter, finite element and boundary element methods are introduced. Functional analysis plays important role to reduce the problem in discrete form amenable to computer analysis. The finite element method is a general technique to construct finite-dimensional spaces of a Hilbert space of some classes of functions such as Sobolev spaces of ...
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Finite-Element and Boundary-Element Methods
1995Finite-elements and boundary-elements methods are widely applied in electromagnetic field analysis and synthesis [3.2; 3.3; 3.4; 3.5; 3.7; 3.10; 3.17; 3.22; 3.23; 3.25; 3.28; 3.29; 3.30; 3.31; 3.32; 3.33; 3.34; 3.35; 3.36; 3.38].
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On the Coupling of Finite Elements and Boundary Elements
1990The coupling of finite elements with boundary elements plays an increasingly important role in computational mechanics since corresponding advantages are combined in a “Marriage a la mode. The best of both worlds” (Bettess, Kelly and Zienkiewicz [4]).
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Capacity Boundary Elements in Riemannian Manifolds and Generalized Boundaries
Siberian Mathematical JournalzbMATH Open Web Interface contents unavailable due to conflicting licenses.
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