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portada low-dimensional systems: interactions and transport properties
Type
Physical Book
Illustrated by
Publisher
Year
2010
Language
English
Pages
219
Format
Paperback
Dimensions
23.4 x 15.6 x 1.2 cm
Weight
0.33 kg.
ISBN
3642086608
ISBN13
9783642086601

low-dimensional systems: interactions and transport properties

Tobias Brandes (Illustrated by) · Springer · Paperback

low-dimensional systems: interactions and transport properties - Brandes, Tobias

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£ 146.42

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Synopsis "low-dimensional systems: interactions and transport properties"

Experimental progress over the past few years has made it possible to test a n- ber of fundamental physical concepts related to the motion of electrons in low dimensions. The production and experimental control of novel structures with typical sizes in the sub-micrometer regime has now become possible. In parti- lar, semiconductors are widely used in order to con?ne the motion of electrons in two-dimensional heterostructures. The quantum Hall e?ect was one of the ?rst highlights of the new physics that is revealed by this con?nement. In a further step of the technological development in semiconductor-heterostructures, other arti?cial devices such as quasi one-dimensional 'quantum wires' and 'quantum dots' (arti?cial atoms) have also been produced. These structures again di?er very markedly from three- and two-dimensional systems, especially in relation to the transport of electrons and the interaction with light. Although the technol- ical advances and the experimental skills connected with these new structures are progressing extremely fast, our theoretical understanding of the physical e?ects (such as the quantum Hall e?ect) is still at a very rudimentary level. In low-dimensional structures, the interaction of electrons with one another and with other degrees of freedoms such as lattice vibrations or light gives rise to new phenomena that are very di?erent from those familiar in the bulk ma- rial. The theoretical formulation of the electronic transport properties of small devices may be considered well-established, provided interaction processes are neglected.

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