Double zigzag spin chain in a strong magnetic field close to saturation

Мова статті: 
Англійська
Автор(и) статті: 
I. T. Shyiko, I. P. McCulloch, J. V. Gumenjuk-Sichevska, and A. K. Kolezhuk
Вихідні данні статті: 
Phys. Rev. B vol. 88, issue 1, 014403 (2013) [13 pages]
Назва журналу: 
Physical Review B
Рік публікації: 
2013
Volume: 
88
Issue: 
1
Ключові слова: 
spin tube, frustration, strong magnetic field
Ключове слово: 
spin tube
Ключове слово: 
frustration
Impact Factor: 
3.767
5-Year Impact Factor: 
3.603
We study the ground state phase diagram of a frustrated spin tube in a strong external magnetic field. This model can be viewed as two coupled zigzag spin chains, or as a two-leg spin ladder with frustrating next-nearest-neighbor couplings along the legs, and its study is motivated by the physics of such materials as sulfolane-Cu2Cl4 and BiCu2PO6. In magnetic fields right below the saturation, the system can be effectively represented as a dilute gas of two species of bosonic quasiparticles that correspond to magnons with inequivalent incommensurate momenta at two degenerate minima of the magnon dispersion. Using the method previously proposed and tested for frustrated spin chains, we calculate effective interactions in this two-component Bose gas. On this basis, we establish the phase diagram of nearly saturated frustrated spin tube, which is shown to include the two-component Luttinger liquid, two types of vector chiral phases, and phases whose physics is determined by the presence of bound magnons. We study the phase diagram of the model numerically by means of the density matrix renormalization group technique, and find a good agreement with our analytical predictions.
Назва підрозділу: 
Кафедра математики, теоретичної фізики і комп-рних технологій
ПереглядДолученняРозмір
Shiyko_IMC_JV_AK_PhysRevB.88.014403.pdf867.19 КБ
ІНСТИТУТ ВИСОКИХ ТЕХНОЛОГІЙ Матеріали дозволено використовувати на умовах GNU FDL без незмінюваних секцій та Creative Commons Attribution/Share-Alike
Дизайн: Інститут високих технологій
Ivan Ivanov