CHIHARA Junzo | Japan Atomic Energy Research Institute
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概要
関連著者
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CHIHARA Junzo
Japan Atomic Energy Research Institute
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CHIHARA Junzo
Department of Physics, Japan Atomic Energy Research Institute
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SASAKI Ken
Japan Atomic Energy Research Institute
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Obata Yukio
Japan Atomic Energy Research Institute
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Chihara Junzo
Japan Atomic Eneryg Research Institute
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Chihara Junzo
Japan Atomic Energy Research Institute Tokai-mura
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Sasaki Ken
Japan Atomic Energy Research Institute Tokai-mura
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SASAKI Ken
Japan Atomic Energy Research Institute, Tokai-mura
著作論文
- Equivalence of Three Kinetic Methods for Calculating the Space- Time Correlation Function
- Integral Equations for Neutral and Charged Quantum Fluids Including Extension of the Percus-Yevick Equation
- Space-Time Correlation Functions in Quantal and Classical Binary Mixtures.II : Liquid Metals as Coupled Electron-Ion Systems
- Integral Equations for Fluids with Long-Range and Short-Range Potentials : Application to a Charged Particle System
- Comparison of Local-Density and Quantal hypernetted-Chain Approximations in the Calculation of Electron Density Distribution
- Calculation of Pair Correlations in a Degenerate Electron Liquid
- Static Density Response Function of a Degenerate Electron Gas Calculated by Quantal Hyper-Netted Chain Equation
- Nonlocal Exchange-Correlation Potential for Inhomogeneous Electron Gas and Quantum Fluids
- A Series of Integral Equations for Liquids Varying from the PY to HNC Equation
- Derivation of Quantal Hyper-Netted Chain Equation from the Kohn-Sham Theory
- Kinetic Theory of Collective Modes in Classical Liquids
- Space-Time Correlation Functions in Quantal and Classical Binary Mixtures. I : General Formalism and Its Application to Classical Hard-Sphere Mixtures
- Pair Correlation Functions in Classical and Quantal Electron Gases
- A Generalization of the Hartree Approximation and the Quantal Space-Time Correlation Function
- Radial Distribution Functions and Bound Electronic Energy Levels in Hydrogen Plasmas
- Radial Distribution Function for Hard-Sphere Fermions at Zero and Finite Temperatures