Comparison of Disadvantage Factor among Square, Hexagonal and Cylindrical Cells
スポンサーリンク
概要
著者
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Sekiya Tamotsu
Department Of Nuclear Engineering Osaka University
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TAKEDA Toshikazu
Atomic Energy Research Laboratory, Hitachi Ltd.
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AZEKURA Kazuo
Department of Nuclear Engineering, Faculty of Engineering, Osaka University
関連論文
- An Approach to the Unified Theory of Nuclear Reactions
- Estimation of Anisotropic Effect of Diffusion Coefficient in a Fast Critical Assembly
- The Second Spatial Moment of Neutron Distribution in Hydrogenous Moderators Containing Voids
- An Approximate Scattering Kernel for Neutron Slowing Down
- Effective Parameter Method in Space-Dependent Neutron Slowing Down Problem
- Effective Parameter Method in Time-Dependent Neutron Slowing Down Problem
- Treatment of Axial Buckling in a Fast Reactor
- Determination of effective diffusion parameters in thermal reactor assemblies.
- Effect of Diffusion Coefficient Collapsing on Neutron Multiplication Factor
- Hidden state-variables and a non-Markoffian formulation of reactor noise.
- Irreversible circulation of fluctuation in reactor noise.
- Reactor Noise Theory based on System Size Expansion
- Estimation of Anisotropy of Diffusion Coefficient in a Fast Reactor
- An improved response matrix method and its verification by one-dimensional analysis on fast reactors.
- Comparison of Disadvantage Factor among Square, Hexagonal and Cylindrical Cells
- First-Flight Collision Probability in Cylindrical Cell System with Finite Height
- A Stochastic Operator Method of Calculating the Time Interval Distributions in Neutron Detection
- Effect of Spatial Variation of Flux on Diffusion Coefficient of a Cylindrical Cell
- The Effect of Cylindrical Holes in a Moderator on the Passage of Virgin Neutrons from a Point Source
- Preliminary Calculation for Experiments Using Osaka University HITS, (I):Time-Dependent Thermal Neutron Angular Flux from a Pulsed Exponential Assembly Calculated in P3-Approximation of the Transport Equation