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Your search keyword '"Ieyama Koichi"' showing total 3 results
Start Over Author "Ieyama Koichi" Publisher edp sciences
3 results on '"Ieyama Koichi"'

1. A RESONANCE CALCULATION METHOD USING ENERGY EXPANSION BASED ON A REDUCED ORDER MODEL: USE OF ULTRA-FINE GROUP SPECTRUM CALCULATION AND APPLICATION TO HETEROGENEOUS GEOMETRY

Author

Kondo Ryoichi, Endo Tomohiro, Yamamoto Akio, Takeda Satoshi, Koike Hiroki, Yamaji Kazuya, Ieyama Koichi, and Sato Daisuke

Subjects
resonance calculation, reduced order model, low-rank approximation, ultra-fine group spectra, Physics, QC1-999
Abstract

A Resonance calculation using energy Spectral Expansion (RSE) method has been recently proposed in order to efficiently treat complicated heterogeneous geometry and resonance interference effect. In the RSE method, ultra-fine group spectra are generated from ultra-fine group calculations in homogeneous geometry, and the spectra are expanded by the orthogonal basis on energy based on the singular value decomposition. Then the transport calculation for expansion coefficients is numerically performed, and the ultra-fine group spectra in the target heterogeneous regions are reconstructed by the expansion coefficients and the orthogonal basis. In this study, the RSE method is applied to multi-cell geometries including UO2, MOX and water cells, in which the resonance interference effect between UO2 and MOX fuel cells appears. The validity of the RSE method is confirmed through comparison with the reference effective multi-group cross sections obtained from the direct ultra-fine group calculation in the target heterogeneous geometry.

Published
2021
Full Text
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2. A RESONANCE CALCULATION METHOD USING ENERGY EXPANSION BASED ON A REDUCED ORDER MODEL: USE OF ULTRA-FINE GROUP SPECTRUM CALCULATION AND APPLICATION TO HETEROGENEOUS GEOMETRY

Author

Satoshi Takeda, Ieyama Koichi, Daisuke Sato, Kazuya Yamaji, Tomohiro Endo, Akio Yamamoto, Hiroki Koike, and Ryoichi Kondo

Subjects
low-rank approximation, Physics, QC1-999, resonance calculation, Low-rank approximation, Geometry, Interference (wave propagation), Resonance (particle physics), Spectral line, Orthogonal basis, Singular value decomposition, ultra-fine group spectra, reduced order model, MOX fuel, Energy (signal processing)
Abstract

A Resonance calculation using energy Spectral Expansion (RSE) method has been recently proposed in order to efficiently treat complicated heterogeneous geometry and resonance interference effect. In the RSE method, ultra-fine group spectra are generated from ultra-fine group calculations in homogeneous geometry, and the spectra are expanded by the orthogonal basis on energy based on the singular value decomposition. Then the transport calculation for expansion coefficients is numerically performed, and the ultra-fine group spectra in the target heterogeneous regions are reconstructed by the expansion coefficients and the orthogonal basis. In this study, the RSE method is applied to multi-cell geometries including UO2, MOX and water cells, in which the resonance interference effect between UO2 and MOX fuel cells appears. The validity of the RSE method is confirmed through comparison with the reference effective multi-group cross sections obtained from the direct ultra-fine group calculation in the target heterogeneous geometry.

Published
2021
Full Text
View/download PDF

3. A RESONANCE CALCULATION METHOD USING ENERGY EXPANSION BASED ON A REDUCED ORDER MODEL: USE OF ULTRA-FINE GROUP SPECTRUM CALCULATION AND APPLICATION TO HETEROGENEOUS GEOMETRY.

Author

Margulis, M., Blaise, P., Kondo, Ryoichi, Endo, Tomohiro, Yamamoto, Akio, Takeda, Satoshi, Koike, Hiroki, Yamaji, Kazuya, Ieyama, Koichi, and Sato, Daisuke

Subjects
SINGULAR value decomposition, FINITE geometries, NEUTRON transport theory, NUCLEAR fission, FUEL cells
Abstract

A Resonance calculation using energy Spectral Expansion (RSE) method has been recently proposed in order to efficiently treat complicated heterogeneous geometry and resonance interference effect. In the RSE method, ultra-fine group spectra are generated from ultra-fine group calculations in homogeneous geometry, and the spectra are expanded by the orthogonal basis on energy based on the singular value decomposition. Then the transport calculation for expansion coefficients is numerically performed, and the ultra-fine group spectra in the target heterogeneous regions are reconstructed by the expansion coefficients and the orthogonal basis. In this study, the RSE method is applied to multi-cell geometries including UO2, MOX and water cells, in which the resonance interference effect between UO2 and MOX fuel cells appears. The validity of the RSE method is confirmed through comparison with the reference effective multi-group cross sections obtained from the direct ultra-fine group calculation in the target heterogeneous geometry. [ABSTRACT FROM AUTHOR]

Published
2021
Full Text
View/download PDF

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