Commutativity of Velocity Operators in a System of Bose Particles

スポンサーリンク

概要

• 論文の詳細を見る

• The commutator of the velocity operators which are appropriate for the collective description of an interacting Bose system is found to be zero. On the basis of this result, it will be shown that the collective description of many-Boson system is always possible without a subsidiary condition k×V_k|>=0.

• 理論物理学刊行会の論文
• 1973-11-25

著者

• Kebukawa Takeji

  Department Of Physics College Of General Education Osaka University

• Sunakawa Sigenobu

  Department Of Nuclear Engineering Osaka University

• Yamasaki Shuichiro

  Department Of Nuclear Engineering Osaka University

• YAMASAKI Shuichiro

  Department of Electrical and Electronics Engineering, Fukui University of Technology

関連論文

• Multi-Branch Structure of the Excitation Spectra in Liquid Helium II
• Reduced Model of Anderson-Hamiltonian. I : Exact Solutions in Field Theoretical Framework : Condensed Matter and Statistical Physics
• Excitation-Modes and Their Interactions in a Many-Boson System. I
• One-Dimensional Many Boson System. IV : Condensation and Excitation Energy
• Theory of ac Josephson Effect in Superfluid Helium
• One-Dimensional Many-Fermion System. II : Spin Eigenstates and Their Structure : Condensed Matter and Statistical Physics
• One-Dimensional Many Boson System.I : Exact Solution in Field Theoretical Form
• One-Dimensional Heisenberg Model.I : Exact Spin Eigenstates : Condensed Matter and Statistical Physics
• One-Dimensional Many-Fermion System. I : Exact Solution in a Field Theoretical Framework : Condensed Matter and Statistical Physics
• Reduced Model of Anderson-Hamiltonian. II : Exact Spin Eigenstates : Condensed Matter and Statistical Physics
• One-Dimensional Many Boson System.II : Orthogonality of Eigenstates and Their Level Structure
• Multipole Mixing in Odd Mass Spheroidal Nuclei
• One-Dimensional Many Boson System.III : Unitary Transformation and Exactly Dressed Bose Particle
• Note on the Longitudinal and Scalar Photons
• On the Interaction between Elementary Excitations in Many-Boson System
• Collective Description of a System of Interacting Bose Particles
• The Pseudopotential for the Hard-Core Interaction
• Multiple Scattering of Neutrons and Correlation Functions
• 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 Potential Method for a Hard-Sphere Interaction(General and Mathematical Physics)
• A New Pseudopotential for the Hard Core Interaction and Three-Body Correction in a Dilute System of Fermions
• Phase Transition and Level Density of Atomic Nuclei
• A New Method for Treating the Hard Core Potential(Nuclear Physics)
• Theory of Scattering in Three-Particle System

もっと見る 閉じる

スポンサーリンク