Soliton Lattices in the Incommensurate Spin-Peierls Phase: Local Distortions and Magnetizations
arXiv:cond-mat/9902272 · doi:10.1103/PhysRevB.60.9468
Abstract
It is shown that nonadiabatic fluctuations of the soliton lattice in the spin-Peierls system CuGeO_3 lead to an important reduction of the NMR line widths. These fluctuations are the zero-point motion of the massless phasonic excitations. Furthermore, we show that the discrepancy of X-ray and NMR soliton widths can be understood as the difference between a distortive and a magnetic width. Their ratio is controlled by the frustration of the spin system. By this work, theoretical and experimental results can be reconciled in two important points.
9 pages, 5 figures included, Revtex submitted to Physical Review B
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Cited by in corpus (13)
- The density-matrix renormalization group
- Neutron scattering study of the field-induced soliton lattice in CuGeO
- Magnetization plateaux induced by a coupling to the lattice
- Nuclear Magnetic Resonance in High Magnetic Field: Application to Condensed Matter Physics
- Incommensurate state in a quasi-one-dimensional bond-alternating antiferromagnet with frustration in magnetic fields
- Thermal conductivity of pure and Mg-doped CuGeO_3 in the incommensurate phase
- Thermal Conductivity of Mg-doped CuGeO_3
- Incommensurability Effects in Odd Length J_1-J_2 Quantum Spin Chains: On-site magnetization and Entanglement
- Possible Localized Modes in the Uniform Quantum Heisenberg Chains of Sr2CuO3
- One-dimensional fermions with incommensurate hopping close to dimerization
- Excitations of the field-induced soliton lattice in CuGeO3
- Two Coupled Chains are Simpler than One: Field-induced Chirality in a Frustrated Quantum Spin Ladder
- Ordered phases in spin-Peierls systems