Results 81 to 90 of about 1,170 (90)
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The Painlevé test for a system of coupled equations from nonlinear birefringence
, 2018The Painlevé analysis has been performed for integrability of an example of two coupled equations taken from the field of nonlinear fiber optics. This is a generic system of highly nonlinear differential equations which describes the phenomena in ...
T. Yee
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On the Magneto-Heat Coupling Model for Large Power Transformers
, 2017This paper studies the magneto-heat coupling model which describes iron loss of conductors and energy exchange between magnetic field and Ohmic heat. The temperature influences Maxwell’s equations through the variation of electric conductivity, while ...
Xujing Li+3 more
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Fully Discrete A-ø Finite Element Method for Maxwell’s Equations with a Nonlinear Boundary Condition
, 2015In this paper we present a fully discrete A-φ finite element method to solve Maxwell’s equations with a nonlinear degenerate boundary condition, which represents a generalization of the classical Silver-Müller condition for a non-perfect conductor.
Tong Kang+3 more
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Multiscale Nanorod Metamaterials and Realizable Permittivity Tensors
, 2012Our aim is to evidence new 3D composite diffractive structures whose ef- fective permittivity tensor can exhibit very large positive or negative real eigenvalues.
G. Bouchitté, C. Bourel
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, 2014
We consider the Born-Infeld system in a bounded domain. In order to get nontrivial solution, we extend the original Born-Infeld system. For extended Born-Infeld system under the Dirichlet condition or the Neumann condition, we shall prove the existence ...
J. Aramaki
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We consider the Born-Infeld system in a bounded domain. In order to get nontrivial solution, we extend the original Born-Infeld system. For extended Born-Infeld system under the Dirichlet condition or the Neumann condition, we shall prove the existence ...
J. Aramaki
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, 2009
For numerical simulation of one-dimensional diffraction gratings both in TE and TM polarization, an enhanced adaptive finite element method is proposed in this paper.
Jie Chen, Desheng Wang, Haijun Wu
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For numerical simulation of one-dimensional diffraction gratings both in TE and TM polarization, an enhanced adaptive finite element method is proposed in this paper.
Jie Chen, Desheng Wang, Haijun Wu
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Inverse Problems for Partial Differential Equations
, 2012Michael Vogelius
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Time-Harmonic Maxwell Equations in the Exterior of Perfectly Conducting, Irregular Obstacles
, 2001R. Picard, N. Weck, K. Witsch
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Energy decay rate of piezoelectric beams with damped electrical field in Lorenz gauge setting
Boundary Value ProblemsIbtissam Issa, Zayd Hajjej
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The poloidal-toroidal representation of solenoidal fields in spherical domains
, 1995B. J. Schmitt
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