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In [[condensed matter physics]], the '''resonating valence bond theory''' (RVB) is a [[theoretical physics|theoretical model]] that attempts to describe [[high temperature superconductivity]], and in particular the superconductivity in [[cuprate]] compounds. It was first proposed by [[People of the United States|American]] physicist [[P. W. Anderson]] and the Indian theoretical physicist [[Ganapathy Baskaran]] in 1987.<ref name=nature-2011>{{cite journal|last=Mann|first=Adam|title=High-temperature superconductivity at 25: Still in suspense|journal=Nature|year=2011|volume=475|pages=280–282|doi=10.1038/475280a|url=http://www.nature.com/news/2011/110720/full/475280a.html#B4|accessdate=8 April 2012|bibcode = 2011Natur.475..280M|pmid=21776057}}</ref> The theory states that in [[cuprate|copper oxide]] lattices, electrons from neighboring copper atoms interact to form a [[valence bond]], which locks them in place. However, with [[Doping (semiconductor)|doping]], these electrons can act as mobile [[Cooper pairs]] and are able to superconduct. Anderson observed in his 1987 paper that the origins of superconductivity in doped cuprates was in the [[Mott insulator]] nature of crystalline copper oxide.<ref name=arxiv-history>{{cite journal|last=Zaanen|first=Jan|title=A modern, but way too short history of the theory of superconductivity at a high temperature|journal=ArXiv|year=2010|url=http://arxiv.org/abs/1012.5461}} [arXiv:1012.5461v2]</ref> RVB builds on the [[Hubbard model|Hubbard]] and [[t-J model]]s used in the study of [[strongly correlated material]]s.<ref name=weber-2007>{{cite book|last=Weber|first=Cédric|title=Variational Study of Strongly Correlated Electron Models|year=2007|publisher=École Polytechnique Fédérale de Lausanne|url=http://www.tcm.phy.cam.ac.uk/~cw489/Cedric_homepage/Welcome_files/these.pdf}}</ref>
 
==Description==
[[File:Valence bond solid.png|thumb|right|The RVB state with [[valence bond]] coupling of nearest-neighbor electrons.]]
The physics of Mott insulators is described by the repulsive Hubbard model [[Hamiltonian (quantum mechanics)|Hamiltonian]]:
 
<math>H=-t\sum_{\langle ij\rangle}c^{\dagger}_{i\sigma}c_{j\sigma}+\text{h.c.}+U\sum_in_{i\uparrow}n_{i\downarrow}</math>
 
In 1971, Anderson first suggested that this Hamiltonian can have a non-degenerate ground state that is composed of disordered spin states. Shortly after the high-temperature superconductors were discovered, Anderson and Kivelson et al. proposed a ''resonating valence bond'' ground state for these materials, written as
 
<math>|\text{RVB}\rangle=\sum_C|C\rangle</math>
 
Where <math>C</math> represented a covering of a lattice by nearest neighbor dimers. Each such covering is weighted equally. In a [[mean field approximation]], the RVB state can be written in terms of a [[Gutzwiller projection]], and displays a superconducting phase transition per the [[Kosterlitz-Thouless]] mechanism.<ref name=baskaran2009>{{cite journal|last=Baskaran|first=Ganapathy|title=Five-fold way to new high Tc superconductors|journal=Pramana|year=2009|volume=73|issue=1|pages=61–112|doi=10.1007/s12043-009-0094-8|url=http://www.ias.ac.in/pubs/splpubs/pjubileebook/279.pdf|accessdate=8 April 2012|bibcode = 2009Prama..73...61B }}</ref> However, a rigorous proof for the existence of a superconducting ground state in either the Hubbard or the t-J Hamiltonian is not yet known.<ref name=baskaran2009 /> Further the stability of the RVB ground state has not yet been confirmed.<ref name=kotliar1989>{{cite journal|last=Dombre|first=Thierry|coauthors=Gabriel Kotliar|title=Instability of the long-range resonating valence bond state in the mean-field approach|journal=Physical Review B|year=1989|volume=39|issue=1|pages=855–857|url=http://www.physics.rutgers.edu/~kotliar/papers/PRB_39_855.pdf|accessdate=8 April 2012|bibcode = 1989PhRvB..39..855D |doi = 10.1103/PhysRevB.39.855 }}</ref>
 
==References==
{{reflist|1}}
 
[[Category:High-temperature superconductors]]
[[Category:Condensed matter physics]]
[[Category:Theoretical physics]]

Revision as of 23:49, 20 December 2013

In condensed matter physics, the resonating valence bond theory (RVB) is a theoretical model that attempts to describe high temperature superconductivity, and in particular the superconductivity in cuprate compounds. It was first proposed by American physicist P. W. Anderson and the Indian theoretical physicist Ganapathy Baskaran in 1987.[1] The theory states that in copper oxide lattices, electrons from neighboring copper atoms interact to form a valence bond, which locks them in place. However, with doping, these electrons can act as mobile Cooper pairs and are able to superconduct. Anderson observed in his 1987 paper that the origins of superconductivity in doped cuprates was in the Mott insulator nature of crystalline copper oxide.[2] RVB builds on the Hubbard and t-J models used in the study of strongly correlated materials.[3]

Description

The RVB state with valence bond coupling of nearest-neighbor electrons.

The physics of Mott insulators is described by the repulsive Hubbard model Hamiltonian:

H=tijciσcjσ+h.c.+Uinini

In 1971, Anderson first suggested that this Hamiltonian can have a non-degenerate ground state that is composed of disordered spin states. Shortly after the high-temperature superconductors were discovered, Anderson and Kivelson et al. proposed a resonating valence bond ground state for these materials, written as

|RVB=C|C

Where C represented a covering of a lattice by nearest neighbor dimers. Each such covering is weighted equally. In a mean field approximation, the RVB state can be written in terms of a Gutzwiller projection, and displays a superconducting phase transition per the Kosterlitz-Thouless mechanism.[4] However, a rigorous proof for the existence of a superconducting ground state in either the Hubbard or the t-J Hamiltonian is not yet known.[4] Further the stability of the RVB ground state has not yet been confirmed.[5]

References

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