Irreversible circulation of fluctuation in reactor noise.
スポンサーリンク
概要
- 論文の詳細を見る
Irreversible circulation of fluctuation, α, is introduced as a new variable for the analysis of reactor noise in the normal case, which further develops our previous for-mulation based on the system size expansion method. It is shown that α-considered in conjunction with the variance σ-provides useful information about reactor noise, apart from the data we usually obtain on power spectral density. The relations holding between α and the conventionally used variables are given for the case of steady state. The present formalism is applied to a non-linear system with three degrees of freedom (total neutron number, fuel energy and coolant energy), to examine numerically the behavior of the fluctuations. The stability is illustrated as a phase diagram in a reactor-parameter space. It is shown that the so-called soft- and hard-mode instabilities can be distinguished by observing α. It is also demonstrated that appropriate processing of such quantities as α and σ will provide advance information on instabilities in power reactors.
- 一般社団法人 日本原子力学会の論文
著者
-
TOMITA Kazuhisa
Department fo Physics, Faculty of Science, Kyoto University
-
Kishida Kuniharu
Department Of Applied Mathematics Faculty Of Engineering Gifu University
-
Sekiya Tamotsu
Department Of Nuclear Engineering Osaka University
-
KANEMOTO Shigeru
Department of Nuclear Engineering, Osaka University
-
KISHIDA Kuniharu
Department of Nuclear Engineering, Osaka University
関連論文
- Irreversible Circulation and Orbital Revolution : Hard Mode Instability in Far-from-Equilibrium Situation
- Irreversible Circulation and Path Probability
- Exchange Amalgamation in Paramagnetic Resonance
- An Approach to the Unified Theory of Nuclear Reactions
- A General Theory of Magnetic Double Resonance
- Thermal Fluctuation of a Self-Oscillating Reaction System under a Periodic External Force. II : Quasi-Periodic Region
- The Significance of the Concept `Chaos'
- A General Theory of Magnetic Resonance Absorption
- Theory of Magnetic Relaxation : Corrigenda
- On the Electronic Structure of LiH Atomic Orbital Approach with Configurational Interaction
- Towards the Interpretation of the Global Bifurcation Structure of the Lorenz System : A Simple One-Dimensional Model
- On the State of Solid Hydrogen
- Bifurcations of the Coupled Logistic Map
- Chaotic Behaviour of Deterministic Orbits : The Problem of Turbulent Phase
- Physical Representation of Spectral Line Shape Based on Moments
- Towards the Interpretation of Hudson's Experiment on the Belousov-Zhabotinsky Reaction : Chaos Due to Delocalization
- Dynamical Properties of One-Dimensional Heisenberg Model
- Landau and Peierls Criteria in the Theory of Electrical Conductivity
- On the Spin Wave Spectrum of an Antiferromagnet
- Green's Function Theory of Magnetic Relaxation. III : The Case of an Alternant Magnet
- Stroboscopic Phase Portrait of a Forced Nonlinear Oscillator
- Irreversible Circulation of Fluctuation
- A General Theory of Magnetic Resonance Saturation
- Equivalence between the Line Width and the Rate of Energy Relaxation in the Inversion Spectrum of Ammonia
- Interpretation of the Optical Model in Nuclear Reactions
- Critical Magnetic Relaxation : Quasi-Collective Mode and Dynamic Scaling
- Entrainment of a Limit Cycle by a Periodic External Excitation
- A Dynamic Approach to Phase Transition Based on Moments : Quasi-Collective Mode and the Range of Coherence
- Green's Function Theory of Magnetic Relaxation. I : General Formulation
- Identification of Transfer Functions in Non-square Feedback Systems
- Identification of Transfer Functions in Feedback System and Inverse Problem
- Statitical Mechanics of Deterministic Chaos : The Case of One-Dimensional Discrete Process
- Green's Function Theory of Magnetic Relaxation. IV : Critical Behaviour of Paramagnetic Resonance
- Thermal Fluctuation of a Self-Oscillating Reaction System Entrained by a Periodic External Force
- 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
- Properties of autoregressive model in reactor noise analysis. (I). Convergence of parameters and power spectral density.:Lonvergence of Parameters and Power Spectral Density
- Determination of effective diffusion parameters in thermal reactor assemblies.
- Hidden state-variables and a non-Markoffian formulation of reactor noise.
- Irreversible circulation of fluctuation in reactor noise.
- Hidden state variables and AR-MA formulation of reactor noise.
- Reactor Noise Theory based on System Size Expansion
- Comparison of Disadvantage Factor among Square, Hexagonal and Cylindrical Cells
- A Stochastic Operator Method of Calculating the Time Interval Distributions in Neutron Detection
- 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