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Generalized Langevin theory for gas/solid processes: Dynamical solid models

The Journal of Chemical Physics, 1976
A new class of smooth and structured solid models is developed from the generalized Langevin theory of gas/solid processes [S. A. Adelman and J. D. Doll, J. Chem. Phys. 64, 2375 (1976)], and numerical results for scattering off the simplest of these model solids are presented.
S. A. Adelman, B. J. Garrison
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Finite-dimensional oscillatory models in the general theory of relativity and in gas dynamics

Journal of Soviet Mathematics, 1983
The methods of the qualitative theory of differential equations are applied for the investigation of homogeneous cosmological models and to models of stellar explosion in the classical gas dynamics. The strong degeneracy of the singular points of a dynamical system are investigated by their successive solving with the aid of special changes of ...
Bogoyavlenskij, O. I., Novikov, S. P.
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Generalized Langevin theory for gas–solid processes: Continuum elastic treatment of surface lattice dynamics

The Journal of Chemical Physics, 1979
Model studies of the systematics of elementary atom–solid energy exchange processes are presented. The studies are based on the generalized Langevin equation (GLE) classical trajectory method [S. A. Adelman and J. D. Doll, J. Chem. Phys. 64, 2375 (1976)] and on a full isotropic continuum elastic treatment of both bulk and surface solid atom velocity ...
Alain C. Diebold   +2 more
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