1971•Physical review. B, Solid stateRequires access

Emission of Charged Particles from Crystals

Anand Prakash Pathak, M. Yussouff

Open publisher page 8 citations

Abstract

A quantum-mechanical treatment of the problem of the charged-particle emission from crystals has been presented. In addition to the mass and potential dependence established by the previous wave-mechanical calculations, we have illustrated the energy and the temperature dependence by assuming the crystal to be initially in a low-lying state and calculating the renormalization of the particle wave function using the Debye model for the lattice vibrations. The attenuation is shown to be a natural consequence of the inelastic processes, and its magnitude is found to be small compared to previous conjectures.

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What this paper is about

A quantum-mechanical treatment of the problem of the charged-particle emission from crystals has been presented. In addition to the mass and potential dependence established by the previous wave-mechanical calculations, we have illustrated the energy and the temperature dependence by assuming the crystal to be initially in a low-lying state and calculating the renormalization of the particle wave function using the Debye model for the lattice vibrations. The attenuation is shown to be a natural consequence of the inelastic processes, and its magnitude is found to be small compared to previous conjectures.

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Available abstract

A quantum-mechanical treatment of the problem of the charged-particle emission from crystals has been presented. In addition to the mass and potential dependence established by the previous wave-mechanical calculations, we have illustrated the energy and the temperature dependence by assuming the crystal to be initially in a low-lying state and calculating the renormalization of the particle wave function using the Debye model for the lattice vibrations. The attenuation is shown to be a natural consequence of the inelastic processes, and its magnitude is found to be small compared to previous conjectures.

Key concepts: Physics, Renormalization, Charged particle, Debye, Vibration, Atomic physics, Crystal (programming language), Wave function

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