HOT-ELECTRON TRANSPORT THROUGH AU GAAS AND AU/GAAS/ALAS HETEROJUNCTION INTERFACES - BALLISTIC-ELECTRON-EMISSION-MICROSCOPY MEASUREMENT AND MONTE-CARLO SIMULATION/
Ml. Ke et al., HOT-ELECTRON TRANSPORT THROUGH AU GAAS AND AU/GAAS/ALAS HETEROJUNCTION INTERFACES - BALLISTIC-ELECTRON-EMISSION-MICROSCOPY MEASUREMENT AND MONTE-CARLO SIMULATION/, Physical review. B, Condensed matter, 53(8), 1996, pp. 4845-4849
Ballistic-electron-emission microscopy (BEEM) has been used to measure
the band structure of both Au/GaAs (001) metal semiconductor (MS) con
tact and Au/GaAs/AlAs (001) hybrid heterojunction interfaces. Three th
resholds have been observed in the BEEM current of the Au/GaAs MS cont
act, which are attributed to the electron transmission into Gamma, L,
and X valleys, respectively. The current contribution from the Gamma a
nd X valleys is expected since they both can project into the Gamma mi
nimum in the (001) direction. However, the contribution from the L val
ley is somewhat puzzling because the L valley cannot be projected into
the Gamma minimum. Its contribution to the collector current suggests
the possible breakdown of the transverse momentum conservation rule f
or the interface transmission. We have used Monte Carlo simulation to
investigate the detailed behavior of the electron transport in the sys
tem. The simulation results agree well with the experiment if the tran
smission probability is assumed to have a square-root energy dependenc
e, p(i) proportional to(V - phi(i))(1/2) for all three valleys, regard
less of their projection positions in the (001) direction. For the Au/
GaAs/AlAs system, two thresholds which have been identified as electro
n transmission into the X and L valleys of the AlAs, respec tively, we
re observed. Our Monte Carlo simulations agree with experiment if it i
s assumed that the electron transmission across the first interface (b
etween Au and GaAs) is noncoherent, i.e., momentum (K) is not conserve
d, whereas the transmission across the second interface (GaAs/AlAs) is
coherent with momentum (K) conserved.