Partition function of the Morse vibrating- rotator model of a diatomic molecule.
Diatomic molecules vibration-rotation partition function calculation by model with Morse potential
Patch, R. W.↗
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Rotational excitation of diatomic molecules by electron impact.
Diatomic molecules rotational excitation calculated from electron molecule elastic scattering parameters in fixed nuclei approximation
Chang, E. S.↗
Three-dimensional model of collision-induced vibrational transitions in homonuclear diatomic molecules
Collision induced homonuclear diatomic molecules vibrational excitation using three dimensional model, obtaining transition cross sections and relaxation rates as function of temperature
Hansen, C. F.↗
Partial wave theory of diatomic molecules. ii.
Wave function expansion of diatomic molecules in series of orbital angular momentum eigenfunctions
ORBITAL MOTION↗
RELATIONS AMONG POTENTIAL ENERGY CURVES OF DIATOMIC MOLECULES
Relations among potential energy curves of diatomic molecules - quantum mechanics
ENERGY LEVEL↗
Computational procedure for the close-coupled rotational excitation problem - Scattering of diatomic molecules by atoms.
Computational procedure for cross sections evaluation for close coupled rotational excitation of diatomic molecules using atom-diatomic molecule scattering theory
Bernstein, R. B.↗
Particl wave calculation of the diatomic molecule /heh/ plus plus
Partial wave calculation for diatomic molecule - helium hydrogen ion
DIATOMIC MOLECULE↗
A Partial Wave Expansion in Spheroidal Coordinates for Diatomic Molecules
Partial wave expansion in spheroidal coordinates for diatomic molecules
DIATOMIC MOLECULE↗
Calculations of the interactions of diatomic molecules with solid surfaces
Calculations of interactions of diatomic molecules with solid surfaces
GAS-METAL INTERACTION↗
Approximate formulas for the intensity of electronic transitions in diatomic molecules
Approximate formulas for intensity of electronic transitions in diatomic molecules
DIATOMIC MOLECULE↗
Semiclassical S-matrix theory of vibrationally inelastic collisions between two diatomic molecules
We derive a semiclassical S matrix for vibrationally inelastic collisions between two diatomic molecules, assuming a collinear geometry. Our theory incorporates a quantum mechanical superposition principle with classical dynamics and, as such, is an extension of the atom-diatomic molecule theory of Miller. The several approximations to the S matrix differ in the complexity with which the interference between various classical trajectories is treated. We report numerical calculations for H2-D2 and D2-D2 collisions based on two different interaction potentials. The cruder approximations yield transition probabilities which agree with exact quantum mechanical results to within a factor of 2. More sophisticated approximations to the S matrix yield excellent quantitative agreement with the quantum calculations.
Cohen, S. C.↗
Relative partial wave theory of diatomic molecules
Relative partial wave theory used in investigating excited state of diatomic molecules
EXCITED STATE↗
On the use of Morse eigenfunctions for the variational calculation of bound states of diatomic molecules
Morse eigenfunctions for variational calculation of diatomic molecules vibrational-rotational energy level analysis, showing better convergence than harmonic oscillator basis
Dickinson, A. S.↗
A numerical simplification and alternative to the RKR method for diatomic molecules
Numerical simplification and alternative to Rydberg-Klein-Refs method for diatomic molecules
POTENTIAL ENERGY↗
Quantum mechanical study of molecules transition probabilities, Einstein A coefficients and oscillator strengths of some band systems of diatomic molecules
Quantum mechanical study of transition probabilities, Einstein A coefficients, and oscillator strengths of band systems of diatomic molecules
Jain, D. C.↗
The Internuclear Separation Derivatives of the Energy of a Diatomic Molecule
Hellman-Feynman theorem used for internuclear separation derivatives of diatomic molecule energy
NUCLEAR INTERACTION↗
Effect of vibrational-rotational motion on the electric and magnetic properties of diatomic molecules.
Vibrational-rotational motion effect on electric and magnetic properties of diatomic molecules, calculating magnetic susceptibility and rotational magnetic moment
VIBRATIONAL FREQUENCY↗
On a continued fraction occurring in the theory of one-electron diatomic molecules.
Continued fraction in theory of electron energy for ground state of one-electron diatomic molecule near united atom
DIATOMIC MOLECULE↗