Superexcited States of the Hydrogen Molecule Converging to the First Excited State of the Hydrogen Molecular Ion
スポンサーリンク
概要
- 論文の詳細を見る
The Feshbach operator forua'talisnu was used to calctrlate tlairty dotmbly excited states of tl'ne Hztmolecule of the symrauetries 'Ij.., "II,., ar'nd ',N,., for izaterrauclear distances Lip to 8 a.tr. B?rsisf'uractiouas inxrolving Sonine polynottaials and centered on either ntrcleus or on the cet?ter of tauclearmass allowed accurate iracltrsion of 11121,IIV otae-electron rnolectrlar orbit?tls. Comparison is taaadewith previous results ira tlae literal,trre.
- 1999-05-15
著者
-
Nishino Tomotoshi
Department Of Physics Faculty Of Science Kobe University
-
URAMOTO Sei-ichi
Atomic Physics Laboratory,The Institute of Physical and Chemical Research (RIKEN)
-
Uramoto Sei-ichi
Atomic Physics Laboratory The Institute Of Physical And Chemical Research (riken):material Sciences
関連論文
- Scaling Relation for Excitation Energy under Hyperbolic Deformation(General and Mathematical Physics)
- Product Wave Function Renormalization Group : Construction from the Matrix Product Point of View(General)
- Electronic Structure of Cu-O_3 Pyramidal Plane -Effect of Hole Itinerancy-
- Ground-State Phase Diagram of the Spin-1/2-1/2-1-1 Chain : Condensed Matter: Electronic Properties, etc.
- Corner Transfer Matrix Renormalization Group Method Applied to the Ising Model on the Hyperbolic Plane(General)
- Superexcited States of the Hydrogen Molecule Converging to the First Excited State of the Hydrogen Molecular Ion
- Ground State and Elementary Excitation Gaps in the One-Dimensional Kondo Lattice with f^2 Configuration
- Spin,Charge and Quasi-Particle Gaps in the One-Dimensional Kondo Lattice with f^2 Configuration
- Stable Optimization of a Tensor Product Variational State(Condensed Matter and Statistical Physics)
- Stable Optimization of a Tensor Product Variational State
- Matrix Product State Approximation for the Maximum-Eigenvalue Eigenstate of the Quantum Transfer Matrix
- Two-Dimensional Tensor Product Variational Formulation
- Phase Diagram of a 2D Vertex Model
- Critical Point of a Symmetric Vertex Model
- Corner Transfer Matrix Algorithm for Classical Renormalization Group
- Analysis of 2D Hyperbolic Surfaces by Corner Transfer Matrix Renormalization Group(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)
- Wave Function Prediction : a Classical Background(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)
- Scale free property of Wilson's numerical renormalization group(New Development of Numerical Simulations in Low-Dimensional Quantum Systems: From Density Matrix Renormalization Group to Tensor Network Formulations)
- Fixed Point of the Finite System DMRG
- Modulation of Local Magnetization in Two-Dimensional Axial-Next-Nearest-Neighbor Ising Model(General)
- Kramers-Wannier Approximation for the 3D Ising Model
- Origin of Magic Angular Momentum in a Quantum Dot under Strong Magnetic Field
- Internal Magnetic Field at the La Atom in La_2MO_4(M=Cu,Ni)
- Two-Site Shift Product Wave Function Renormalization Group Method Applied to Quantum Systems(General)
- Hyperbolic Deformation on Quantum Lattice Hamiltonians(General)
- Efficiency of Asymmetric Targeting for Finte-T DMRG
- A Density Matrix Algorithm for 3D Classical Models
- Hyperbolic Deformation Applied to S = 1 Spin Chains --- Scaling Relation in Excitation Energy ---
- Phase Transition of the Ising Model on a Hyperbolic Lattice
- Effect of Hole Itinerancy on XAS and XPS Spectra of the High-T_c Compounds
- Corner Transfer Matrix Renormalization Group Method
- A Classical Background for the Wave Function Prediction in the Infinite System Density Matrix Renormalization Group Method
- Numerical Latent Heat Observation of the q=5 Potts Model