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Generalized Langevin equation approach for atom/solid–surface scattering: Numerical techniques for Gaussian generalized Langevin dynamics

J. D. Doll, D.R. Dion

Open publisher page 151 citations

Abstract

General numerical techniques suitable for the treatment of Gaussian generalized Langevin dynamics are developed. The specific problem considered is that of gas/solid–surface collisions. The basic result is that minor modifications of the methods commonly utilized in classical-mechanical trajectory approaches allow their use in generalized Langevin studies. Sample numerical results are presented for the Ne/W and Ar/W systems.

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General numerical techniques suitable for the treatment of Gaussian generalized Langevin dynamics are developed. The specific problem considered is that of gas/solid–surface collisions. The basic result is that minor modifications of the methods commonly utilized in classical-mechanical trajectory approaches allow their use in generalized Langevin studies. Sample numerical results are presented for the Ne/W and Ar/W systems.

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Available abstract

General numerical techniques suitable for the treatment of Gaussian generalized Langevin dynamics are developed. The specific problem considered is that of gas/solid–surface collisions. The basic result is that minor modifications of the methods commonly utilized in classical-mechanical trajectory approaches allow their use in generalized Langevin studies. Sample numerical results are presented for the Ne/W and Ar/W systems.

Key concepts: Langevin dynamics, Brownian dynamics, Gaussian, Langevin equation, Statistical physics, Physics, Surface (topology), Classical mechanics

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