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Equilibrium magnetization measurements of two-dimensional electron systems

Equilibrium magnetization measurements of two-dimensional electron systems
Equilibrium magnetization measurements of two-dimensional electron systems
The thermodynamic equilibrium magnetization of two-dimensional electron systems, embedded in GaAs-(Al,Ga)As heterojunctions, has been measured in the temperature range 50 mK to 1 K in experiments using a highly sensitive torque magnetometer. Clear de-Haas-van-Alphen oscillations are observed for Landau-level filling factors between 3 and 52. Theoretical fits to the data show that the Landau levels are close to the idealized delta-function density of states, with a residual broadening of similar to 0.3 meV or less. A field- and energy-independent background density of states is invoked as a possible explanation of the shape of the oscillations. In one of the samples studied there is a similar to 60% increase in Landau-level broadening, despite an increase in transport mobility of about the same percentage, on illumination. Analysis of the de-Haas-van-Alphen oscillations at small odd-integer filling factors reveals a g-factor exchange enhanced by up to 14.5 times.
magnetization, two-dimensional electron system, quantum Hall effect
1386-9477
741-744
Usher, A.
c35eff09-3353-4b8c-a735-8272a3ced1f8
Zhu, M.
3f4cc18c-a721-4422-93c0-5cf03bd1f9da
Matthews, A. J.
181809e8-3bc1-4004-9c24-ff6e32b7c984
Potts, A.
60d57f4c-abcf-4b6b-8247-28711e6fd4d4
Elliott, M.
72144b37-250f-4bf8-8454-0c17e1318bfa
Herrenden-Harker, W. G.
e9030a74-e078-4d68-8efc-99d753fd65e8
Ritchie, D. A.
efa64786-3cb8-47f4-98d5-e8cce27bb1e7
Simmons, M. Y.
6a05d50b-57f0-4d71-a4ae-5a38cede98f0
Usher, A.
c35eff09-3353-4b8c-a735-8272a3ced1f8
Zhu, M.
3f4cc18c-a721-4422-93c0-5cf03bd1f9da
Matthews, A. J.
181809e8-3bc1-4004-9c24-ff6e32b7c984
Potts, A.
60d57f4c-abcf-4b6b-8247-28711e6fd4d4
Elliott, M.
72144b37-250f-4bf8-8454-0c17e1318bfa
Herrenden-Harker, W. G.
e9030a74-e078-4d68-8efc-99d753fd65e8
Ritchie, D. A.
efa64786-3cb8-47f4-98d5-e8cce27bb1e7
Simmons, M. Y.
6a05d50b-57f0-4d71-a4ae-5a38cede98f0

Usher, A., Zhu, M., Matthews, A. J., Potts, A., Elliott, M., Herrenden-Harker, W. G., Ritchie, D. A. and Simmons, M. Y. (2004) Equilibrium magnetization measurements of two-dimensional electron systems. Physica E: Low-dimensional Systems and Nanostructures, 22 (1-3), 741-744.

Record type: Article

Abstract

The thermodynamic equilibrium magnetization of two-dimensional electron systems, embedded in GaAs-(Al,Ga)As heterojunctions, has been measured in the temperature range 50 mK to 1 K in experiments using a highly sensitive torque magnetometer. Clear de-Haas-van-Alphen oscillations are observed for Landau-level filling factors between 3 and 52. Theoretical fits to the data show that the Landau levels are close to the idealized delta-function density of states, with a residual broadening of similar to 0.3 meV or less. A field- and energy-independent background density of states is invoked as a possible explanation of the shape of the oscillations. In one of the samples studied there is a similar to 60% increase in Landau-level broadening, despite an increase in transport mobility of about the same percentage, on illumination. Analysis of the de-Haas-van-Alphen oscillations at small odd-integer filling factors reveals a g-factor exchange enhanced by up to 14.5 times.

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More information

Published date: April 2004
Additional Information: Presented at the 15th International Conference on Electronic Properties of Two-Dimensional Systems (EP2DS-15) Nara, JAPAN, July 14-18, 2003
Keywords: magnetization, two-dimensional electron system, quantum Hall effect
Organisations: Nanoelectronics and Nanotechnology

Identifiers

Local EPrints ID: 262116
URI: http://eprints.soton.ac.uk/id/eprint/262116
ISSN: 1386-9477
PURE UUID: 2cab33c8-b7c4-4fd9-856e-91e9dcdd4590

Catalogue record

Date deposited: 23 Mar 2006
Last modified: 08 Jan 2022 02:43

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Contributors

Author: A. Usher
Author: M. Zhu
Author: A. J. Matthews
Author: A. Potts
Author: M. Elliott
Author: W. G. Herrenden-Harker
Author: D. A. Ritchie
Author: M. Y. Simmons

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