1990
DOI: 10.1103/physrevb.42.3217
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Possible observation of impurity effects on conductance quantization

Abstract: We report an experimental observation of impurity-induced conductance dips in quantized channels as predicted by previous theoretical studies. Our experiments use quantum point contacts on a two-dimensional electron gas in a modulation-doped GaAs/Al Gai -"As heterostructure. The electron gas has a sheet density of 1.2x10" cm 2 and a mobility of 4. 6x10' cm2/Vs, measured at 50 mK. Our data, which are qualitatively very similar to those calculated with use of a two-dimensional Anderson model, strongly suggest th… Show more

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Cited by 61 publications
(30 citation statements)
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“…This resonant behavior is a multimode effect previously observed in quasi-one dimensional systems with impurities 55,56 , finite-range local potential scattering 57,58 , and short-range impurity potentials 53,54,59-61 . It can be understood by recalling that in quantum wires electric current is carried by independent transverse modes.…”
Section: (C)-(d)supporting
confidence: 60%
“…This resonant behavior is a multimode effect previously observed in quasi-one dimensional systems with impurities 55,56 , finite-range local potential scattering 57,58 , and short-range impurity potentials 53,54,59-61 . It can be understood by recalling that in quantum wires electric current is carried by independent transverse modes.…”
Section: (C)-(d)supporting
confidence: 60%
“…The occurrence of dips in the conductance curves of quantum point contacts 20 has been generally associated with the existence of attractive impurities inducing strong backscattering due to resonant reflection. [21][22][23] Following Refs.…”
mentioning
confidence: 99%
“…For very clean quantum wires ͑e.g., quantum point contacts͒, transport is ballistic and conductance is quantized to integer values of e 2 / h. 39,40 The presence of impurities or defects in the vicinity of the constriction destroys conductance quantization. [41][42][43][44][45][46] A striking effect arises when the impurity potential is attractive and enables the existence of at least one bound state whose energy is degenerate with the continuum band of propagating states. As a consequence, for energies close to the transition threshold, a direct transmission channel can interfere with a wave trajectory that travels across the bound state, and this interference is destructive, leading to enhanced backscattering and Fano asymmetric line shapes.…”
mentioning
confidence: 99%