Measurement of ionic recombination rate of nitrogen.
Electron-ion three-body recombination rate in nonequilibrium dense nitrogen plasma measured spectroscopically
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Electron-ion three-body recombination rate in nonequilibrium dense nitrogen plasma measured spectroscopically
Design and development of thermionic electric thrustor
Thermal oxidation kinetics of oxide film growth on metal crystals, considering ion diffusion and thermionic electron emission
Dispersion equation for whistler mode propagation in warm plasma in parallel static fields, using Vlasov-Maxwell equation
Electron-ion three body recombination rate in nonequilibrium dense nitrogen plasma measured spectroscopically
Electrical conductivity of lanthanum fluoride single crystal with calcium impurities
Power radiated in magnetoionic mode by electron spiraling in magnetoplasma
Computation of specific free energy and enthalpy for atomic, diatomic, and polyatomic species from partition functions
Type I comet tails orientations dispersion attributed to nonradial plasma waves and discontinuities in interplanetary gas, calculating solar angular momentum loss rate
Comet Morehouse /1908III/ tail rays waviness interpreted in terms of fluctuations in solar wind direction
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Theoretical and experimental findings on atomic and molecular collisions
LiF and MgO high purity single crystals plastic deformation geometric characteristics, discussing nucleation probability on different slip planes
An absorbing sphere model based on the Landau-Zener method was developed for calculating the energy dependence of the total cross sections for the reaction A(+) + B(-) yields A star + B + Delta E, in which A or B may be atomic or molecular species. It was found that the cross sections were highly dependent on the electron detachment energy of B(-). The ionization total cross sections for Ne star (2p5 3s 3P) + Ar were calculated over a large energy range and compared with experiments.
Positions of the lowest 1,3De autoionization states of He and H(-) below the n = 2 level of the He(+) and H were calculated variationally, using Feshbach's Q-operator formalism. The trial wave function is of the Hylleraas-type with appropriate angular momentum factors. The widths and the shifts of the states have also been calculated. The shifts are found to be positive for all the states calculated here. The results with 112 terms for most states are lower than any previously calculated. The calculated lowest autoionization states of the He and H(-) (relative to the ground states of He and H respectively) are 59.902 eV and 10.1185 eV, in good agreement with the observed values of 59.9 eV and 10.13 + or 0.015 eV.
Attempt to determine what effect the anisotropy of the background medium will have on the scattering of electromagnetic waves from ionospheric irregularities. A Green's function is used to solve the scattered power using a certain bistatic geometry. Since the medium is anisotropic, cross-mode scattering in addition to self-mode scattering is possible. Several examples are given.
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Laboratory experiments were carried out to determine the magnitude of the isotopic fractionation of distilled water and of 0.01N NaCl forced to flow at ambient temperature under a hydraulic pressure drop of 100 bars across a montmorillonite disk compacted to a porosity of 35% by a pressure of 330 bars. The ultrafiltrates in both experiments were depleted in D by 2.5% and in O-18 by 0.8% relative to the residual solution. No additional isotopic fractionation due to a salt-filtering mechanism was observed at NaCl concentrations up to 0.01N. Adsorption is most likely the principal mechanism which produces isotopic fractionation, but molecular diffusion may play a minor role. The results suggest that oxygen and hydrogen isotopic fractionation of ground water during passage through compacted clayey sediments should be a common occurrence, in accord with published interpretations of isotopic data from the Illinois and Alberta basins. It is shown how it is possible to proceed from the ion exchange capacity of clay minerals and, by means of the Donnan membrane equilibrium concept and the Teorell-Meyer-Siever theory, develop a theory to explain why and to what extent ultrafiltration occurs when solutions of known concentration are forced to flow through a clay membrane.