Difference between revisions of "DDSCAT"
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{|<!--Main settings - REQUIRED--> | {|<!--Main settings - REQUIRED--> | ||
|{{#vardefine:app|DDSCAT}} | |{{#vardefine:app|DDSCAT}} | ||
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|{{#vardefine:exe|}} <!--Present manual instructions for running the software --> | |{{#vardefine:exe|}} <!--Present manual instructions for running the software --> | ||
|{{#vardefine:conf|}} <!--Enable config wiki page link - {{#vardefine:conf|1}} = ON/conf|}} = OFF--> | |{{#vardefine:conf|}} <!--Enable config wiki page link - {{#vardefine:conf|1}} = ON/conf|}} = OFF--> | ||
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===Serial=== | ===Serial=== | ||
* intel/2013 | * intel/2013 | ||
− | *{{ | + | *{{lc:{{#var:app}}}} |
===Parallel=== | ===Parallel=== | ||
* intel/2013 | * intel/2013 | ||
* openmpi/1.6.5 | * openmpi/1.6.5 | ||
− | * {{ | + | * {{lc:{{#var:app}}}} |
==System Variables== | ==System Variables== | ||
− | * HPC_{{ | + | * HPC_{{uc:{{#var:app}}}}_DIR - installation directory |
− | * HPC_{{ | + | * HPC_{{uc:{{#var:app}}}}_BIN - program executable directory |
{{#if: {{#var: exe}}|==How To Run== | {{#if: {{#var: exe}}|==How To Run== |
Latest revision as of 14:30, 15 August 2022
Description
Discrete Dipole Scattering (DDSCAT) is a Fortran code for calculating scattering and absorption of light by irregular particles and periodic arrangement of irregular particles.
Required Modules
Serial
- intel/2013
- ddscat
Parallel
- intel/2013
- openmpi/1.6.5
- ddscat
System Variables
- HPC_DDSCAT_DIR - installation directory
- HPC_DDSCAT_BIN - program executable directory
Citation
If you publish research that uses DDSCAT you have to cite it as follows:
- Review paper is available from J. Opt. Soc. Am. site. Draine, B.T., & Flatau, P.J., "Discrete dipole approximation for scattering calculations", J. Opt. Soc. Am. A, 11, 1491-1499 (1994)
- Draine, B.T., & Flatau, P.J., "Discrete-dipole approximation for periodic targets: theory and tests", J. Opt. Soc. Am. A, 25, 2593-2703 (2008).
- P. J. Flatau and B. T. Draine, "Fast near field calculations in the discrete dipole approximation for regular rectilinear grids," Opt. Express 20, 1247-1252 (2012)