2002
DOI: 10.1103/physrevb.65.081306
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Orbital effect of an in-plane magnetic field on quantum transport in chaotic lateral dots

Abstract: We show how the in-plane magnetic field, which breaks time-reversal and rotational symmetries of the orbital motion of electrons in a heterostructure due to the momentumdependent inter-subband mixing, affects weak localisation correction to conductance of a large-area chaotic lateral quantum dot and parameteric dependences of universal conductance fluctuations in it.A high sensitivity of phase-coherent transport through quantum dots to external perturbations has recently enabled one to transform studies of mes… Show more

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Cited by 24 publications
(6 citation statements)
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“…The trigonal warping term, ĥw in the Hamiltonian (1) plays a crucial role for the interference effects since it breaks the p → −p symmetry of the Fermi lines within each valley: ǫ(K ± , −p) = ǫ(K ± , p), while ǫ(K ± , −p) = ǫ(K ∓ , p) [8]. It has been noticed [16] that such a deformation of a Fermi line of 2D electrons suppresses Cooperons. As ĥw has a similar effect, it suppresses the pseudospin-triplet intravalley components C x 0 and C y 0 , at the rate…”
mentioning
confidence: 99%
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“…The trigonal warping term, ĥw in the Hamiltonian (1) plays a crucial role for the interference effects since it breaks the p → −p symmetry of the Fermi lines within each valley: ǫ(K ± , −p) = ǫ(K ± , p), while ǫ(K ± , −p) = ǫ(K ∓ , p) [8]. It has been noticed [16] that such a deformation of a Fermi line of 2D electrons suppresses Cooperons. As ĥw has a similar effect, it suppresses the pseudospin-triplet intravalley components C x 0 and C y 0 , at the rate…”
mentioning
confidence: 99%
“…It has been noticed [16] that such a deformation of a Fermi line of 2D electrons suppresses Cooperons. Asĥ w has a similar effect, it suppresses the pseudospin-triplet intravalley components C x 0 and C y 0 , at the rate…”
mentioning
confidence: 99%
“…We analyze the connection between a nominal width and the effective width of a 2DEG for several confinement profiles, namely triangular, harmonic, and a square potential well [13]. Also, we note that flux threading was previously studied in open dots [29][30][31].…”
mentioning
confidence: 99%
“…It also means that the kinetic energy is still time-reversal symmetric. One has to go to the next order in the perturbation theory to obtain an asymmetric term, which has importance, for example, for weak localization effects 27.…”
mentioning
confidence: 99%