Diamagnetism of doped two-leg ladders and probing the nature of their commensurate phases
G. Roux, E. Orignac, S. R. White, D. Poilblanc

TL;DR
This paper investigates the magnetic orbital effects in doped two-leg ladders, revealing complex phase transitions, the robustness of superconducting phases, and characterizing insulating phases at specific fillings through combined analytical and numerical methods.
Contribution
It provides a detailed phase diagram of doped two-leg ladders under magnetic fields, identifying new phase transitions and characterizing insulating phases at specific doping levels.
Findings
Spin gap destruction and reentrance at critical fluxes.
Robust superconducting phase with algebraic current correlations.
Distinct insulating phases at delta=1/4 and delta=1/2.
Abstract
We study the magnetic orbital effect of a doped two-leg ladder in the presence of a magnetic field component perpendicular to the ladder plane. Combining both low-energy approach (bosonization) and numerical simulations (density-matrix renormalization group) on the strong coupling limit (t-J model), a rich phase diagram is established as a function of hole doping and magnetic flux. Above a critical flux, the spin gap is destroyed and a Luttinger liquid phase is stabilized. Above a second critical flux, a reentrance of the spin gap at high magnetic flux is found. Interestingly, the phase transitions are associated with a change of sign of the orbital susceptibility. Focusing on the small magnetic field regime, the spin-gapped superconducting phase is robust but immediately acquires algebraic transverse (i.e. along rungs) current correlations which are commensurate with the 4k_F density…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
