Publication | Open Access
Transmission through a system of potential barriers. I. Transmission coefficient
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1983
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Numerical AnalysisMethod Of Fundamental SolutionElectrical EngineeringN Potential BarriersEngineeringN. FrömanNumerical SimulationTransmission LinePhase-integral MethodTransport PhenomenaTransmission SystemComputational ElectromagneticsPotential BarriersApproximation Theory
The transmission coefficient for a one-dimensional system of N potential barriers of general shapes (unequal or equal) is expressed exactly, by means of the phase-integral method of N. Fröman and P. O. Fröman, in terms of quantities characterizing the separate barriers and wells of the system. The exact formula, being of interest for further rigorous studies of transmission properties, can for evaluation readily be converted into a useful approximate formula by insertion of available phase-integral expressions (of an arbitrary order) for the characteristic quantities mentioned above. Error estimates are given. The sub- and superbarrier cases are treated in a unified way. Some key facts about the phase-integral method are given in Appendix A.
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