Peter J. Price
Journal of Applied Physics
An analytical treatment of quantum ballistic transport, for electrons in nanostructures, shows that Lorentzian energy-dependence peaks of transmission probability and of reflection probability are equally inherent. For both cases the resonance is associated with a local quasilevel state, having a decay time that is related to the Lorentzian energy half-width by the Breit-Wigner formula. For a reflection resonance, the peak value of reflection probability is shown to be 1 regardless of the symmetry of the system, in contrast to the transmission resonance case.
Peter J. Price
Journal of Applied Physics
Peter J. Price
Superlattices and Microstructures
Peter J. Price
Physica B+C
Carlo Jacoboni, Peter J. Price
Solid State Communications