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THE BARRIER SCATTERING USING THE PATH-INTEGRAL APPROACH

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Abstract

An analytical expressions of the reflection and the transmission coefficient are strictly derived by using the foundational idea of the path-ingegral for single and double-barrier.An alternative theoretical method studying the scattering of multi-barrier quantum-well structures is provided in this paper.

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An analytical expressions of the reflection and the transmission coefficient are strictly derived by using the foundational idea of the path-ingegral for single and double-barrier.An alternative theoretical method studying the scattering of multi-barrier quantum-well structures is provided in this paper.

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Available abstract

An analytical expressions of the reflection and the transmission coefficient are strictly derived by using the foundational idea of the path-ingegral for single and double-barrier.An alternative theoretical method studying the scattering of multi-barrier quantum-well structures is provided in this paper.

Key concepts: Scattering, Transmission coefficient, Path integral formulation, Reflection (computer programming), Reflection coefficient, Path (computing), Rectangular potential barrier, Transmission (telecommunications)

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