1. Exact Dimer Ground State of the Two Dimensional Heisenberg Spin SystemSrCu2(BO3)2
- Author
-
Shin Miyahara and Kazuo Ueda
- Subjects
Quantum phase transition ,Physics ,Coupling constant ,Condensed matter physics ,Heisenberg model ,Dimer ,General Physics and Astronomy ,State (functional analysis) ,Critical value ,chemistry.chemical_compound ,chemistry ,Transition point ,Condensed Matter::Strongly Correlated Electrons ,Ground state - Abstract
The two dimensional Heisenberg model for ${\mathrm{SrCu}}_{2}({\mathrm{BO}}_{3}{)}_{2}$ has an exact dimer ground state which was proven by Shastry and Sutherland almost twenty years ago. The critical value of the quantum phase transition from the dimer state to the N\'eel ordered state is determined. Analysis of the experimental data shows that $\mathrm{SrCu}{}_{2}(\mathrm{BO}{}_{3}{)}_{2}$ has the dimer ground state but its coupling constants are close to the transition point, which leads to an unusual temperature dependence of the susceptibility. The almost localized nature of the triplet excitations explains the plateaus observed in the magnetization curve.
- Published
- 1999
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