jithesh
Member level 5
parallel fdtd
Hi all,
Check this link:
**broken link removed**
It has plenty of FDTD (2D & 3D) codes.
Even Parallel implementation with MPI/OpenMP, Dispersive material modelling, PML, Periodic Boundary etc are implemented.
Caution: The size of the code is very large.
The following are the source code/resources (in zipped format) available:
3D FDTD:
-----------
1.Parallel FDTD code for Mixed Computing Platform (MCP)
2. Parallel FDTD code for shared memory space Unix computing platform
3. Parallel FDTD code with periodic boundary in xy and UPML in z directions.
4. Parallel FDTD code for periodic structures.
5. Parallel FDTD code with dispersive (Lorentz) material parameters
2D FDTD:
----------
1. Constant material parameters, noloss
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
2.Constant material parameters
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
3. Dispersive material modelled by the Lorent model
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
4. 2D TM serial FDTD code
Download and enjoy.
Best Regards
Jithesh
Hi all,
Check this link:
**broken link removed**
It has plenty of FDTD (2D & 3D) codes.
Even Parallel implementation with MPI/OpenMP, Dispersive material modelling, PML, Periodic Boundary etc are implemented.
Caution: The size of the code is very large.
The following are the source code/resources (in zipped format) available:
3D FDTD:
-----------
1.Parallel FDTD code for Mixed Computing Platform (MCP)
2. Parallel FDTD code for shared memory space Unix computing platform
3. Parallel FDTD code with periodic boundary in xy and UPML in z directions.
4. Parallel FDTD code for periodic structures.
5. Parallel FDTD code with dispersive (Lorentz) material parameters
2D FDTD:
----------
1. Constant material parameters, noloss
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
2.Constant material parameters
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
3. Dispersive material modelled by the Lorent model
a. Finite Geometry Model
b. Semi - infinite geometry model with periodic boundary conditions
4. 2D TM serial FDTD code
Download and enjoy.
Best Regards
Jithesh