EM zooming procedure in ANSYS Maxwell 3D

Contour-based 3D motion recovery while zooming

This paper considers the problem of 3D motion recovery from a sequence of monocular images while zooming. Unlike the common trend based on point matches, the proposed method relies on the deformation of an active contour fitted to a reference object. We derive the relation between the contour deformation and the 3D motion components, assuming time-varying focal length and principal point. This ...

Zooming In, Zooming Out

This is an exploratory paper about combining logics, combining theories and combining structures. Typically when one applies logic to such areas as computer science, artificial intelligence or linguistics, one encounters hybrid ontologies. The aim of this paper is to identify plausible strategies for coping with ontological richness.

Solving Maxwell equations in 3D prismatic domains

In this Note, we introduce the Fourier Singular Complement Method, for solving Maxwell equations in a 3D prismatic domain. The numerical implementation of this method provides a continuous approximation of the electromagnetic field. It can be applied to the computation of propagating and evanescent modes in prismatic stub filters, thus generalizing 2D approaches. To cite this article: P. Ciarle...

Zooming in on 3D magnetized plasmas with grid-adaptive simulations

Parallel Multigrid 3d Maxwell Solvers 1

3D magnetic eld problems are challenging not only because of interesting applications in the industry but also from the mathematical point of view. In the magne-tostatic case, our Maxwell solver is based on a regularized mixed variational formulation of the Maxwell equations in H 0 (curl) H 1 0 (() and their discretization by the N ed elec and Lagrange nite elements. Eliminating the Lagrange mu...