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Mott insulator - Wikipedia, the free encyclopedia

Mott insulator

From Wikipedia, the free encyclopedia

Mott Insulators are a class of materials that are expected to conduct electricity under conventional band theories, but which in fact turn out to be insulators when measured. This effect is due to electron-electron interactions which are not considered in the formulation of conventional band theory.

Contents

[edit] History

Although the band theory of solids had been very successful in describing various electrical properties of materials, in 1937 J H de Boer and E J W Verwey pointed out that a variety of transition metal oxides that were predicted to be conductors by band theory were in fact insulators[1]. Nevill Mott and R. Peierls then predicted that this anomaly could be explained by including interactions between electrons[2].

In 1949, in particular, Mott proposed a model for NiO as an insulator, in which conduction could be understood by the formula[3]:

(Ni2+O2-)2 \rightarrow Ni3+O2- + Ni1+O2-

In this situation, the formation of an energy gap preventing conduction can be understood as the competition between the Coulomb potential U between 3d electrons, and the transfer integral t of 3d electrons between neighbouring atoms (the transfer integral is a part of the tight-binding approximation). The total energy gap is then:

Egap = U - 2zt

where z is the number of nearest neighbour atoms.

In general, Mott insulators occur when the repulsive Coulomb potential U is large enough to create an energy gap.

One of the simplest theories of Mott insulators is the Hubbard model.

[edit] Applications

Mott insulators are of growing interest in advanced physics research, and are not yet fully understood. They have applications in thin-film magnetic heterostructures and high-temperature superconductivity.

[edit] See also

[edit] References

[1] J H de Boer and E J W Verwey, Proceedings of the Physical Society of London 49, 59 (1937).

[2] N F Mott and R Peierls, Proceedings of the Physical Society of London 49, 72 (1937).

[3] N F Mott, Proceedings of the Physical Society of London Series A 62, 416 (1949).

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