Higher-order Stationary Phase Approximations in Semiclassical Scattering
Stationary phase approximations on differential cross section expansion for elastic particle scattering mechanics
THEORETICAL PHYSICS↗
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Semiclassical theory of the three-turning- point-problem.
Phase shift from scattering by atoms with attractive potentials, predicting virtual energy states for incident energies in three-turning point range
ENERGY SPECTRUM↗
The validity of the semiclassical method for the coupled channel atomic scattering problem
Stationary phase approximation for two-channel atomic scattering system amplitude
TWO-PHASE SYSTEM↗
Exact semiclassical theory for galvanomagnetic effects in metals
Closed form solution for conductivity tensor for magnetic field strength obtained from linearized Boltzmann equation for electron conduction distribution function
TENSOR FIELD↗
Impact expansions in classical and semiclassical scattering.
Impact expansions and interference patterns in atomic scattering theory for cases of forward scattering, backscatter, inversion problem and screened Coulomb potential approximation
SERIES EXPANSION↗
Semiclassical theory of proton transport in ice.
Proton mobility in ice when limited by lattice scattering calculated, using Boltzmann transport equation
ION MOBILITY↗
Semiclassical Theory of Elastic Perturbation
Transition probabilities formulation to explain perturbation effects in elastic differential scattering cross section measurements
Marchi, R. P.↗
Validity of the semiclassical method for the coupled-channel atomic scattering problem.
Stationary phase approximation for evaluation of scattering amplitudes of coupled channel atoms
Greenman, J. V.↗
Molecular hydrogen inelastic electron impact cross sections - A semiclassical method.
Electron impact cross sections for diatomic molecule ionization and excitation from modified Gryzinski theory, discussing results from molecular models
Hettel, H. J.↗
Semiclassical theory of a high-intensity laser.
Lamb theory of Doppler broadened gas laser extended to arbitrary intensities for single mode operation, calculating detuning curves and inversion densities
Lamb, W. E., Jr.↗
Radiative effects in semiclassical theory.
Unquantized field calculations extended to include atomic field effect on atom, predicting spontaneous decay rate from excited state and light frequency time dependence
Crisp, M. D.↗
Semiclassical theory of elastic perturbations.
Stueckelberg formulation for transition probabilities to interpret perturbation effects in elastic scattering differential cross section measurements
Marchi, R. P.↗
Semiclassical theory for molecular auto- ionization
Diatomic molecular autoionization model, calculating limit of high vibrational and electronic principal quantum numbers
Ritchie, B.↗
Semiclassical theory of vibrational excitation for diatomic molecules with conserved collision energy
Inelastic collision effects on vibrational excitation of diatomic molecules with conserved energy
Hansen, C. F.↗
Molecular collisions. XXI - Semiclassical approximation to atom-symmetric top rotational excitation
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Russell, D.↗
Semiclassical approach to collision-induced emission in the presence of intense laser radiation - An aspect in the study of cooperative chemical and optical pumping
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Lam, K.-S.↗
Close-coupling calculations with an INDOX/1s static potential, semiclassical exchange, and a semi-empirical polarisation potential for electron-CO2 elastic scattering and rotational excitation
A semiempirical molecular-orbital method for modelling the effective potential for electron-molecule scattering is applied to elastic scattering and rotational excitation of CO2 at 20 eV impact energy. Agreement with experiment is reasonably good. The calculated rotationally summed integral cross section is 67.8 a sub 0 squared.
Onda, K.↗
Semiclassical instability of compactification
It is shown that several schemes for compactification of the extra dimensions in Kaluza-Klein theories are unstable to a quantum gravitational process of barrier penetration: The universe can tunnel from a state with static extra dimensions to a de Sitter expansion of all dimensions. The tunneling rate is estimated, and it is found that the present state of the universe is probably long-lived (in good agreement with observation).
Frieman, J. A.↗