On the electronic energy of a one-electron diatomic molecule near the united atom.
Electronic energy for ground state of one-electron diatomic molecule near united atom
SEARCH · Engineering Papers
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.
Electronic energy for ground state of one-electron diatomic molecule near united atom
Unsteady diffusion with recombination in ternary mixture of diatomic molecules, dissociated atoms, and an inert gas
Electric energy behavior for ground state of one-electron heteronuclear diatomic molecule near united atom
Partial wave calculation of diatomic divalent molecular /HeH/ ion
Rotational excitation and scattering cross sections for rigid diatomic molecules reduced to yield distorted wave approximation, resulting in inelastic transition probabilities
Various methods of calculating the internal energy of diatomic molecules are studied. An accurate and efficient method for computing the eigenvalues of the vibrational Schroedinger equation for an arbitrary potential is developed. The method is based on a finite-element discretization using the cubic Lobatto element. A combination of spectrum slicing and the Laguerre algorithm is used to solve for the eigenvalues. A simple method to compute the quasi-bound states is presented. For N2 molecules, all vibrational-rotational states of eleven available electronic potentials are computed, and summed to obtain the exact internal energy function with temperature. The total computation required 314 seconds of CPU-time on NASA's Cray 2 computer. Various approximate models are discussed and compared with the exact numerical simulation. It is shown that the splitting of the macroscopic internal energy into separate electronic, rotational, and vibrational energies is not justified at high temperatures.
Potential-energy relations involving a few parameters in simple analytic forms have been found to represent well the energetics of a wide variety of diatomic molecules. However, such two-atom potential functions are not appropriate for metals. It is well known that, in the case of metals, there exist strong volume-dependent forces which can never be expressed as pairwise interactions. The present investigation has the objective to show that, in spite of the observation concerning metals, a single binding-energy relation can be found which accurately describes diatomic molecules as well as adhesion, cohesion, and chemisorption on metals. This universality reveals a commonality between the molecular and metallic bond.
Glory undulation quenching in velocity dependent atom-diatomic molecule scattering total cross sections, noting anisotropic distortion of potential
Three dimensional collision-induced vibrational transitions in homogeneous diatomic molecules
Compound state resonance energies and widths in elastic scattering of diatomic molecule at energies below rotational excitation threshold
Diatomic molecules vibrational levels distribution near dissociation limit determined using WKB approximation
Higher order derivatives of energy with respect to internuclear separation for diatomic molecules derived from ordinary and integral Hellmann- Feynman theorems
Inelastic collision effects on vibrational excitation of diatomic molecules with conserved energy
The abundances of diatomic molecules seen in the UV both give clues to the parent compounds and help unravel the gas and ion mass spectrometry. From IUE spectra of comet Halley, upper limits on SH and CS(+) column densities and estimates of probable NO, S2, and SO are found. In particular, judged from the 226-nm gamma band, NO was relatively abundant at 2-8 x 10 to the 13th/sq cm on March 9-14. The production rate of S2 was around 1 x 10 to the 27th molecules/s at that time, but both showed day-to-day variability by 2-3 times.
Dissociation energy and long range potential of diatomic molecules from higher level vibrational spacings
Dissociation energy and long-range potential of diatomic molecules from vibrational spacings, halogens
Dissociation energy and long range interatomic potential of diatomic molecules from vibrational spacings of higher levels
Rotational and vibrational transitions in a diatomic molecule caused by collisions with an atom are analyzed by a semiclassical method for conditions where the rotational transitions can be handled well by the sudden approximation and the vibrational transitions belong to the adiabatic regime. The contribution to the vibrational transition probability from the correction, which takes the finite value of the spacing between rotational energy levels into account, is examined.-