Multiple Scattering of Neutrons and Correlation Functions

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概要

• 論文の詳細を見る

• The Van Hove formula for neutron scattering is generalized to include multiple scattering. The differential cross section is written in terms of the many-particle space-time correlation functions for the target system. As a simple example, a heavy gas system is treated, and the behaviour of the multiple elastic scattering is discussed for the cases of the low- and high-energy limits of the incident neutron energy.

• 理論物理学刊行会の論文
• 1966-02-25

著者

• Sunakawa Sigenobu

  Department Of Nuclear Engineering Osaka University

• Fukui Yoshihiko

  Department Of Applied Science Faculty Of Engineering Tohoku University

• NISHIGORI Takeo

  Department of Nuclear Engineering Tohoku University

• Nishigori Takeo

  Department Of Nuclear Engineering Osaka University

• Sunakawa S.

  Department of Nuclear Engineering Tohoku University

関連論文

• Multi-Branch Structure of the Excitation Spectra in Liquid Helium II
• Excitation-Modes and Their Interactions in a Many-Boson System. I
• Note on the Longitudinal and Scalar Photons
• On the Interaction between Elementary Excitations in Many-Boson System
• Finite Temperature Properties of One-Dimensional Chiral XY-model
• Ornstein-Zernike Relation for a Fluid Mixture
• Simulation of the Three-Particle Distribution Function in a Long-Range Oscillatory Potential Liquid
• An Extension of Perron-Frobenius Theorem for Positive Symmetric Matrices
• Collective Description of a System of Interacting Bose Particles
• The Pseudopotential for the Hard-Core Interaction
• Multiple Scattering of Neutrons and Correlation Functions
• Ground State Properties of One-Dimensional Quantum Chiral XY -model
• Theory of Multiple Scattering of Slow Neutron
• Slow Neutron Scattering and Space-Time Correlation Functions
• Commutativity of Velocity Operators in a System of Bose Particles
• Theory of Scattering in Three-Particle System and Its Application to Electron-Exciton Scattering
• Quasi-Classical Theory of Slow Neutron Scattering
• Note on the Self-Energy in Quantum Field Theory
• The Formal Theory of Scattering
• Excitation-Modes and Their Interactions in a Many-boson System.II
• Single Particle Aspects in a Collective Formalism for an Interacting Boson System
• On the Collective Variables in Many-Boson System
• On the Velocity Operator in Many-Boson System
• On the Excitation Energy in Liquid Helium II
• Energy Spectrum of the Excitations in Liquid Helium II
• A Microscopic Theory of the Back-Flow Effect in He-II
• The Functional lntegrals in Quantum Theory
• Collective Description of a System of Interacting Bose Particles. II
• Neutron Scattering from Liquid Helium at Large Momentum Transtfer
• Collective Description of a System of Interacting Bose Particles. I
• Quantum Electrodynamics with the Indefinite Metric : Non-Lorentz-Invariance of the Gupta Formalism
• On the Theory of Rearrangement Collisions
• Effective Spatial Homogenization with Neutron Leakage Effect for FBR Control Rods
• A New Approach to Non-Markovian Langevin Equations
• Adiabatic Switching-Off of Interactions and Foundations of the Boltzmann Equation
• Quasiclassical Approximation for Slow Neutron Scattering
• Theory of Scattering in Three-Particle System
• Second Quantization for an Absorptive System of Many Composite Particles : With Application to Nuclear Reaction Theory
• Hidden state-variables and a non-Markoffian formulation of reactor noise.

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