EuDML | Browse

Items

All a b c d e f g h i j k l m n o p q r s t u v w x y z Other

Previous Page 16 Next

Displaying 301 – 320 of 617

Mixed Finite Elements in IR3 .

J.C. Nedelec (1980)

Numerische Mathematik

Modèle effectif de couche mince rugueuse périodique sur une structure semi-infinie

Jean-Baptiste Bellet, Gérard Berginc (2013)

ESAIM: Mathematical Modelling and Numerical Analysis - Modélisation Mathématique et Analyse Numérique

Nous étudions l’effet d’une couche mince rugueuse périodique déposée sur une structure semi-infinie, dans le contexte Helmholtz bi-dimensionnel. Formellement, nous obtenons des conditions de transmission équivalentes à l’ordre 1, par des techniques de type homogénéisation. Suivent alors la résolution du problème du milieu effectif éclairé par une onde plane, et le calcul de la fonction de Green effective ; le tout par analyse de Fourier. Dans un deuxième temps, nous considérons le problème de diffraction...

Modeling of the radial heat flow and cooling processes in a deep ultraviolet Cu $^{+}$ Ne-CuBr laser.

Iliev, Iliycho Petkov, Gocheva-Ilieva, Snezhana Georgieva, Temelkov, Krassimir Angelov, Vuchkov, Nikolay Kirilov, Sabotinov, Nikola Vassilev (2009)

Mathematical Problems in Engineering

Modelling the electromagnetic behaviour of SiFe alloys using the Preisach theory and the principle of loss seperation.

Dupré, L., Van Keer, R., Melkebeek, J. (2001)

Mathematical Problems in Engineering

Multi-component NLS models on symmetric spaces: spectral properties versus representations theory.

Gerdjikov, Vladimir S., Grahovski, Georgi G. (2010)

SIGMA. Symmetry, Integrability and Geometry: Methods and Applications [electronic only]

Multi-peak solutions for magnetic NLS equations without non-degeneracy conditions

Silvia Cingolani, Louis Jeanjean, Simone Secchi (2009)

ESAIM: Control, Optimisation and Calculus of Variations

In this work we consider the magnetic NLS equation ${(\frac{ℏ}{i} \nabla - A (x))}^{2} u + V (x) u - {f (| u |}^{2}) u = 0 in ℝ^{N} (0.1)$ where $N \geq 3$ , $A : ℝ^{N} \to ℝ^{N}$ is a magnetic potential, possibly unbounded, $V : ℝ^{N} \to ℝ$ is a multi-well electric potential, which can vanish somewhere, $f$ is a subcritical nonlinear term. We prove the existence of a semiclassical multi-peak solution $u : ℝ^{N} \to ℂ$ to (0.1), under conditions on the nonlinearity which are nearly optimal.

Multi-peak solutions for magnetic NLS equations without non-degeneracy conditions

Silvia Cingolani, Louis Jeanjean, Simone Secchi (2008)

ESAIM: Control, Optimisation and Calculus of Variations

In this work we consider the magnetic NLS equation ${(\frac{ℏ}{i} \nabla - A (x))}^{2} u + V (x) u - {f (| u |}^{2}) u = 0 in ℝ^{N} (0.1)$ where $N \geq 3$ , $A : ℝ^{N} \to ℝ^{N}$ is a magnetic potential, possibly unbounded, $V : ℝ^{N} \to ℝ$ is a multi-well electric potential, which can vanish somewhere, f is a subcritical nonlinear term. We prove the existence of a semiclassical multi-peak solution $u : ℝ^{N} \to ℂ$ to (0.1), under conditions on the nonlinearity which are nearly optimal.

Multiscale analysis of wave propagation in random media. Application to correlation-based imaging

Josselin Garnier (2013/2014)

Séminaire Laurent Schwartz — EDP et applications

We consider sensor array imaging with the purpose to image reflectors embedded in a medium. Array imaging consists in two steps. In the first step waves emitted by an array of sources probe the medium to be imaged and are recorded by an array of receivers. In the second step the recorded signals are processed to form an image of the medium. Array imaging in a scattering medium is limited because coherent signals recorded at the receiver array and coming from a reflector to be imaged are weak and...

Neuron circuits with transverse connections

Petr Hiršl (1967)

Kybernetika

Neuron model with electronic treshold circuit

Petr Hiršl (1966)

Kybernetika

Nonlinear boundary value problems with application to semiconductor device equations

Miroslav Pospíšek (1994)

Applications of Mathematics

The paper deals with boundary value problems for systems of nonlinear elliptic equations in a relatively general form. Theorems based on monotone operator theory and concerning the existence of weak solutions of such a system, as well as the convergence of discretized problem solutions are presented. As an example, the approach is applied to the stationary Van Roosbroeck’s system, arising in semiconductor device modelling. A convergent algorithm suitable for solving sets of algebraic equations generated...

Nonlinear Klein-Gordon equations coupled with Born-Infeld type equations.

d'Avenia, Pietro, Pisani, Lorenzo (2002)

Electronic Journal of Differential Equations (EJDE) [electronic only]

Nonlinear models for laser-plasma interaction

Thierry Colin, Mathieu Colin, Guy Métivier (2006/2007)

Séminaire Équations aux dérivées partielles

In this paper, we present a nonlinear model for laser-plasma interaction describing the Raman amplification. This system is a quasilinear coupling of several Zakharov systems. We handle the Cauchy problem and we give some well-posedness and ill-posedness result for some subsystems.

Nonlinear Pulse Propagation

Jeffrey Rauch (2001)

Journées équations aux dérivées partielles

This talk gives a brief review of some recent progress in the asymptotic analysis of short pulse solutions of nonlinear hyperbolic partial differential equations. This includes descriptions on the scales of geometric optics and diffractive geometric optics, and also studies of special situations where pulses passing through focal points can be analysed.

Nonlinear reaction-diffusion models of self-organization and deterministic chaos: theory and possible applications to description of electrical cardiac activity and cardiovascular circulation.

Kardashov, V., Einav, Sh., Okrent, Y., Kardashov, T. (2006)

Discrete Dynamics in Nature and Society

Notable curves in geometrized $J^{1} (T, M)$ framework.

Balan, Vladimir (2003)

Balkan Journal of Geometry and its Applications (BJGA)

Note complémentaire au Mémoire précédent. - Sur les principes de la théorie des ondes lumineuses qui résulte des idées exposées au § Vi.

Boussinesq, J. (1873)

Journal de Mathématiques Pures et Appliquées

Currently displaying 301 – 320 of 617

Previous Page 16 Next

Displaying 301 – 320 of 617

Mixed Finite Elements in IR3 .

Modèle effectif de couche mince rugueuse périodique sur une structure semi-infinie

Modeling of the radial heat flow and cooling processes in a deep ultraviolet Cu $^{+}$ Ne-CuBr laser.

Modelling the electromagnetic behaviour of SiFe alloys using the Preisach theory and the principle of loss seperation.

Multi-component NLS models on symmetric spaces: spectral properties versus representations theory.

Multi-peak solutions for magnetic NLS equations without non-degeneracy conditions

Multi-peak solutions for magnetic NLS equations without non-degeneracy conditions

Multiscale analysis of wave propagation in random media. Application to correlation-based imaging

Neuron circuits with transverse connections

Neuron model with electronic treshold circuit

Nonlinear boundary value problems with application to semiconductor device equations

Nonlinear Klein-Gordon equations coupled with Born-Infeld type equations.

Nonlinear models for laser-plasma interaction

Nonlinear Pulse Propagation

Nonlinear reaction-diffusion models of self-organization and deterministic chaos: theory and possible applications to description of electrical cardiac activity and cardiovascular circulation.

Notable curves in geometrized $J^{1} (T, M)$ framework.

Note complémentaire au Mémoire précédent. - Sur les principes de la théorie des ondes lumineuses qui résulte des idées exposées au § Vi.

Note on L-A Pair for the Kowalevskaya Gyrostat in a Magnetic Field

Notiz über die Vertheilung der Elektricität auf einem von zwei Kugelkalotten begrenzten Körper

Numerical Analysis of the Weighted Particle Method Applied to the Semiconductor Boltzmann Equation.

Currently displaying 301 – 320 of 617