Exchange and Coulomb energy of H sub 2 determined by various perturbation methods.
Perturbation methods for exchange and Coulomb energy of hydrogen molecule, calculating Hamiltonian by wave function
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Publications and source records attributed to Hirschfelder, J. O..
Perturbation methods for exchange and Coulomb energy of hydrogen molecule, calculating Hamiltonian by wave function
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Hyperfine interaction of ground state D atom with ground state H or D atom, obtaining interaction energy hyperfine splitting and potential energy curves
Iterative procedure for solving Rayleigh- Schroedinger perturbation equations applied to harmonic oscillator and H atom in electric field
Perturbation procedures applied to energy computation for ground and first excited state of hydrogen molecule at large separation
Quantum mechanics and statistical mechanics applied to solution of biological and chemical problems - chemical bonding, resonance, spin, and transport phenomena
Exchange forces perturbation theory, discussing different treatments for predicting second order energy
Perturbation theory for exchange forces using Brillouin and Schroedinger equations
Intermediate range intermolecular forces with overlapping wave functions and exchange effects calculated for ionized H molecule using perturbation theory
Interaction of two H atoms in ground states using Hirschfelder-Linnet wave function and Gaussian type function
Long range interaction of two H atoms calculated with electrostatic Hellmann-Feynman theorem, determining part of second order molecular wave function
Long range first order interaction between two excited hydrogen atoms yielding perturbation energy matrix, discussing diagonalization process
Hyperfine splitting of spin interaction energy of two hydrogen atoms, determining eigenfunctions for effective Hamiltonian
Spatial correlation and molecular properties in extended Hartree-Fock calculations, deriving first and second order density matrices for ground state of H, Li and F
Energy of interaction between two hydrogen atoms in their ground states described by Gauss-type functions
Intermolecular forces theory, considering hydrogen atom interaction through Born- Oppenheimer approximation and variational calculations
Spin-spin interaction energy for large separations of two ground state hydrogen atoms
Perturbation treatment for molecular configuration using product of atomic or molecular orbits as zero-order wave function