31 | 08 | 2025
Main Menu
Programs
Related / External
Acknowledgement
We acknowledge support of this project by Deutsche Forschungsgemeinschaft (DFG) within the special program "Themenorientierte Informationsnetzwerke".


The page is hosted by the University of Bremen.

Meep is a free finite-difference time-domain (FDTD) simulation software package developed at MIT (initially by David Roundy) to model electromagnetic systems, along with the MPB eigenmode package.

FDTD based Radar Cross section (RCS) modeling and simulation virtual tool by Gonca Cakir.

A free FDTD software, which supports distributed-memory parallelism, 1d/2d/3d/cylindrical problems, dispersive and nonlinear media, and PML absorbing boundaries.

By Steven G. Johnson

  • Link (29 Nov 2008)

A three-dimensional accelerated FDTD (finite-difference time-domain) solver based on GPU (graphics card) technology.

  • Link (29 Nov 2008)

A FDTD C++ code with Matlab output.

  • Link (29 Nov 2008)

On this page, a Windows- and a Linux distribution with a precompiled binary of a FDTD program will be released, by Kazuhiro Fujimor.

  • Link (29 Nov 2008)

A free parallel electromagnetic eigensolver which can compute eigenmodes for arbitrary 3d waveguide structures, cavities, and photonic crystals.

By Steven G. Johnson

  • Link (29 Nov 2008)

CAvity Modelling FRamework is a fast, flexible, friendly full-vectorial Maxwell solver. Although it can tackle general electromagnetic problems, its main focus is on applications in the field of photonics.

By Peter Bienstman

  • Link (29 Nov 2008)

A versatile 3D electromagnetic field simulator. It is based upon the powerful 3D-Finite Difference Time Domain Method (FDTD). Plane wave excitation with/without conducting ground can be used for bistatic scattering cross section calculation of arbitrary dielectric or metalic structures. A 3D Graphical User Interface is included in the basic module.

Commercial, university license.

  • Link (29 Nov 2008)

A borehole electromagnetic simulator, solving a comprehensive nondipolar formulation devised for layered anisotropic media with dip. It is based on the finite difference methods.

  • Link (29 Nov 2008)
scattport.org verwendet Cookies, um Ihnen den bestmöglichen Service zu gewährleisten. Wenn Sie auf der Seite weitersurfen, stimmen Sie der Cookie-Nutzung zu.
Weitere Informationen Einverstanden Ablehnen