EXPLANATION OF THE QUANTIZED MAGNETORESIS-TANCE IN MULTPLY CONNECTED PERIMETERS IN TWO-DIMENSION ELECTRON SYSTEMS

PENG JIAN-PING; ZHOU SHI-XUN

doi:10.7498/aps.39.1461

Abstract
We explain the quantized magnetoresistance in multiply connected perimeters in two-dimensional systems observed by Fang and Stiles based in terms of a model which states that the two-terminal resistance of a two-dimensional electron system in a quantizing magnetic field in any open geometry is given by h/fe2, where f is the Landau filling factor.
Authors and contacts
PENG JIAN-PING,

ZHOU SHI-XUN

1.
复旦大学物理系,上海200433
References

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Vol. 39, Issue 9 - 1990-05-05

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EXPLANATION OF THE QUANTIZED MAGNETORESIS-TANCE IN MULTPLY CONNECTED PERIMETERS IN TWO-DIMENSION ELECTRON SYSTEMS

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EXPLANATION OF THE QUANTIZED MAGNETORESIS-TANCE IN MULTPLY CONNECTED PERIMETERS IN TWO-DIMENSION ELECTRON SYSTEMS

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