This paper presents the solutions obtained with the coarse mesh transport code COMET to the 3-D C5G7 MOX benchmark problem. The coarse mesh transport method uses precomputed heterogeneous response functions for unique coarse meshes in the core to generate the detailed whole core solution such as the
Tort solutions to the three-dimensional MOX benchmark, 3-D Extension C5G7MOX
โ Scribed by Jesse J. Klingensmith; Yousry Y. Azmy; Jess C. Gehin; Roberto Orsi
- Publisher
- Elsevier Science
- Year
- 2006
- Tongue
- English
- Weight
- 520 KB
- Volume
- 48
- Category
- Article
- ISSN
- 0149-1970
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
We have participated in the Expert Group on 3-D Radiation Transport Benchmarks' 3-D Extension C5G7 MOX problems using the discrete ordinate transport code PARTISN. The computational mesh was created using the FRAC-IN-THE-BOX code, which produces a volume fraction Cartesian mesh from combinatorial ge
The method of characteristics (MOC) code CRX solves the three-dimensional transport problem by the 2D/1D fusion method, in which MOC is used in radial 2D calculation and S N -like methods are used in axial 1D calculation. The CRX code was used to provide the solutions for the three-dimensional OECD
The three-dimensional (3-D) extension problems of the C5G7MOX benchmark are solved by the DeCART direct whole core calculation code which realizes the planar method of characteristics (MOC) solution based coarse mesh finite difference (CMFD) formulation. Extensive sensitivity studies are performed t
We present solutions of the 3-D Extension C5G7 benchmark using the discrete ordinates S N code PANDA. The problem is a 3-D heterogeneous LWR core calculation with different levels of control rod insertion. It was devised by the OECD/NEA Expert Group on 3-D Radiation Transport Benchmarks. In the pres