TRANSMISSION COEFFICIENT CALCULATION USING THE DERIVED INELASTIC TRANSPORT ANALOGY OF THE TRANSMISSION MATRIX-METHOD - APPLICATION TO TUNNELING INTO A MARGINAL FERMI-LIQUID
M. Kupka, TRANSMISSION COEFFICIENT CALCULATION USING THE DERIVED INELASTIC TRANSPORT ANALOGY OF THE TRANSMISSION MATRIX-METHOD - APPLICATION TO TUNNELING INTO A MARGINAL FERMI-LIQUID, Journal of physics. Condensed matter, 10(2), 1998, pp. 327-339
An expression for the probability of transmission of an electron from
an ordinary metal into a medium with a finite quasiparticle lifetime i
s derived. The derivation is based on using a certain matrix, analogou
s to the transmission matrix for the elastic transport case, assigned
to each region of the sample being investigated. This matrix is determ
ined by the functional shapes of the electronic reciprocal-effective-m
ass tensor, the one-particle potential energy and the retarded self-en
ergy in a given sample region, as well as by the energy and direction
of motion of the incident electron. As an example of an application, t
he differential conductance is calculated for a tunnelling contact bet
ween an ordinary metal and an anisotropic marginal-Fermi-liquid metal
for various characters of the contact interlayer zone.