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- W1967227418 abstract "The results of quantum transport investigations in quasi-one-dimensional systems assumed to be of cylindrical geometry are presented. Quantum size effect is important when the de Broglie wavelength (λD) of confined electrons becomes comparable to radius R0 of the cylindrical geometry. In the extreme quantum-limit, λD ≫ R0, the resistivity is found to be proportional to λ2D/A, where A = πR20 is the area of cross-section. Similar behavior is found for electrons confined to a strong magnetic field, λD ≫ λ = (hc/eB)1/2, when A = πλ2 is the area of the cyclotron orbit of radius λ in a magnetic field of strength B. The quantum transport behavior of electrons confined in thin wires is found analogous to those confined in a magnetic field. Die Ergebnisse einer Untersuchung des Quantentransports in quasieindimensionalen Systemen mit Zylindergeometrie werden mitgeteilt. Quantengrößeneffekte werden bedeutsam, wenn die de Broglie-Wellenlänge (λD) der begrenzten Elektronen mit dem Radius R0 der Zylindergeometrie vergleichbar wird. Im extremen Quantengrenzfall, λD ≫ R0, ist der Widerstand proportional zu λ2D/A, wobei A = πR20 die Querschnittsfläche ist. Ein ähnliches Verhalten wird für Elektronen gefunden, die durch ein starkes Magnetfeld begrenzt werden, λD ≫λ = (hc/eB)1/2, wenn A = πλ2 die Fläche der Zyklotronbahn mit dem Radius λ in einem Magnetfeld der Stärke B ist. Das Quanten-transport-Verhalten der in dünnen Drähten begrenzten Elektronen erweist sich als analog zu dem der in einem Magnetfeld begrenzten Elektronen." @default.
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- W1967227418 date "1983-05-01" @default.
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- W1967227418 title "Quantum transport in quasi-one-dimensional systems" @default.
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- W1967227418 doi "https://doi.org/10.1002/pssb.2221170113" @default.
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