Boundary Value Problem for an Oblique Paraxial Model of Light Propagation

Details Boundary Value Problem for an Oblique Paraxial Model of Light Propagation Boundary Value Problem for an Oblique Paraxial Model of Light Propagation

2008-11-06

arxiv.org/abs/0811.0941v1

Mathematics

Analysis of PDEs

Scientific paper

We study the Schr\"odinger equation which comes from the paraxial approximation of the Helmholtz equation in the case where the direction of propagation is tilted with respect to the boundary of the domain. This model has been proposed in (Doumic, Golse, Sentis, CRAS, 2003). Our primary interest here is in the boundary conditions successively in a half-plane, then in a quadrant of R2. The half-plane problem has been used in (Doumic, Duboc, Golse, Sentis, JCP, to appear) to build a numerical method, which has been introduced in the HERA plateform of CEA.

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