I3RC participant methods

Additional information on participating models

#CodeInstitutionCountryContact PersonMethod Description
1ARIZUniversity of Arizona United States (USA)Michael GarayMonte Carlo
2COLSColorado State University United States (USA)Philip PartainMonte Carlo
3IAOTInstitute of Atmospheric Optics Russia (RU)Tatiana B. ZhuravlevaMonte Carlo
4KIAE1Kurchatov Institute Russia (RU)Alexei RublevMonte Carlo
5KIAE2Kurchatov Institute Russia (RU)Alexei RublevMonte Carlo using Conjugated Adjoint RT equation
6LANL1Los Alamos National Laboratory United States (USA)Anthony DavisTWODANT (Diffusion-Accelerated Discrete Ordinates)
7LANL2Los Alamos National Laboratory United States (USA)Anthony DavisDiscrete Angles (6-beam model, using Monte Carlo)
8LANL3Los Alamos National Laboratory United States (USA)Anthony DavisED3D (Delta-Eddington Model in 3D, code by Zheng Qu)
9MESC1Meteorological Service Of Canada Canada (CN)Howard BarkerMonte Carlo
10MESC2Meteorological Service Of Canada Canada (CN)Howard BarkerMonte Carlo, Delta-scaled Optical Properties
11DZLRformerly NCAR, now DLR Germany (DE)Bernhard MayerMonte Carlo, libRadtran
12PENNThe Pennsylvania State University United States (USA)Eugene ClothiauxMonte Carlo, Max. Cross Section
13PNNLPacific Northwest National Laboratory United States (USA)Evgueni KassianovMonte Carlo, Max. Cross Section
14UCOL1University of Colorado United States (USA)Franklin Evans(SHDOM), Low Resolution
15UCOL2University of Colorado United States (USA)Franklin Evans(SHDOM), High Resolution
16UCSBUniversity of California Santa Barbara United States (USA)William O'HirokMonte Carlo
17UMBC1University of Maryland Baltimore County United States (USA)Alexander MarshakMonte Carlo, Local Max. Cross Section
18UMBC2University of Maryland Baltimore County United States (USA)Tamas VarnaiMonte Carlo, Max. Cross Section
19UMBC3University of Maryland Baltimore County United States (USA)Stefan KinneMonte Carlo
20UMBC4University of Maryland Baltimore County United States (USA)Stefan KinneDiscrete Angles (6-beam model, using relaxation)
21UNIKUniversity of Kiel Germany (DE)Andreas MackeMonte Carlo
22CSESUniversity of Colorado United States (USA)Zheng QuDiffusion, Finite Differences, Multi-Grid = "ED3D"
23ICOMInstitute of computational Mathematics Russia (RU)Sergei PrigarinMonte Carlo
24IMCLImperial College of London United Kingdom (UK)Natasha TrasiAdapted EVEN-parity Neutron Transport (EVENT) code
25LANL4Los Alamos National Laboratory United States (USA)Anthony DavisDiffusion, Finite Elements with PDE2D Solver
26LANL5Los Alamos National Laboratory United States (USA)Anthony DavisDiscrete-angle, 2nd-order, Finite Elements with PDE2D Solver
27LANL6Los Alamos National Laboratory United States (USA)Charles RohdeDiffusion, Finite Elements with FlexPDE Solver
28LANL7Los Alamos National Laboratory United States (USA)Charles RohdeDiscrete-angle, 2nd-order, Finite Elements with FlexPDE Solver
29UCLAUniversity of California at Los Angeles United States (USA)Yu GuDiffusion, Finite Differences, Over-relaxation
30UCOL3University of Colorado United States (USA)Franklin EvansQuasi-diffusion, with SHDOM truncated at L=1
31UMBC5University of Maryland Baltimore County United States (USA)Tamas VarnaiBackward Monte Carlo
32UNBPUniversite Blaise Pascal France (FR)F. SzczapNeural networks
33UMCPUniversity of Maryland College Park United States (USA)Ezra TakaraMonte Carlo

Original I3RC web site:
Ken Yetzer
Web site contact: Tamás Várnai
Project contact: Robert Cahalan
 
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