B3 Correlations in antiferromagnets

Slides:



Advertisements
Similar presentations
Creating new states of matter:
Advertisements

Trapped ultracold atoms: Bosons Bose-Einstein condensation of a dilute bosonic gas Probe of superfluidity: vortices.
THE ISING PHASE IN THE J1-J2 MODEL Valeria Lante and Alberto Parola.
One-dimensional approach to frustrated magnets
Theory of the pairbreaking superconductor-metal transition in nanowires Talk online: sachdev.physics.harvard.edu Talk online: sachdev.physics.harvard.edu.
Emergent Majorana Fermion in Cavity QED Lattice
1 Spin Freezing in Geometrically Frustrated Antiferromagnets with Weak Bond Disorder Tim Saunders Supervisor: John Chalker.
D-wave superconductivity induced by short-range antiferromagnetic correlations in the Kondo lattice systems Guang-Ming Zhang Dept. of Physics, Tsinghua.
Quantum critical phenomena Talk online: sachdev.physics.harvard.edu Talk online: sachdev.physics.harvard.edu Quantum critical phenomena Talk online: sachdev.physics.harvard.edu.
~20 Monte Carlo Study of the J 1 -J 2 antiferromagnetic XY model on the triangular lattice Department of Physics Sungkyunkwan University Jin-Hong.
Magnetism in systems of ultracold atoms: New problems of quantum many-body dynamics E. Altman (Weizmann), P. Barmettler (Frieburg), V. Gritsev (Harvard,
Subir Sachdev Science 286, 2479 (1999). Quantum phase transitions in atomic gases and condensed matter Transparencies online at
WORM ALGORITHM APPLICATIONS Nikolay Prokofiev, Umass, Amherst Boris Svistunov, Umass, Amherst Igor Tupitsyn, PITP Vladimir Kashurnikov, MEPI, Moscow Massimo.
Bose-Fermi solid and its quantum melting in a one-dimensional optical lattice Bin Wang 1, Daw-Wei Wang 2, and Sankar Das Sarma 1 1 CMTC, Department of.
Strongly Correlated Systems of Ultracold Atoms Theory work at CUA.
Fractional Quantum Hall states in optical lattices Anders Sorensen Ehud Altman Mikhail Lukin Eugene Demler Physics Department, Harvard University.
Subir Sachdev (Harvard) Philipp Werner (ETH) Matthias Troyer (ETH) Universal conductance of nanowires near the superconductor-metal quantum transition.
Monte Carlo Evidence of the Haldane Conjecture Bartolome Allés ( INFN Pisa ) Alessandro Papa ( Univ. Calabria ) XIV SMFT Workshop, September 3, 2008, Bari.
Mott –Hubbard Transition & Thermodynamic Properties in Nanoscale Clusters. Armen Kocharian (California State University, Northridge, CA) Gayanath Fernando.
Superconductivity Characterized by- critical temperature T c - sudden loss of electrical resistance - expulsion of magnetic fields (Meissner Effect) Type.
Dynamics of repulsively bound pairs in fermionic Hubbard model David Pekker, Harvard University Rajdeep Sensarma, Harvard University Ehud Altman, Weizmann.
Geometric Frustration in Large Arrays of Coupled Lasers Near Field Far Field Micha Nixon Eitan Ronen, Moti Fridman, Amit Godel, Asher Friesem and Nir Davidson.
Subir Sachdev Yale University Phases and phase transitions of quantum materials Talk online: or Search for Sachdev on.
The Ising Model of Ferromagnetism by Lukasz Koscielski Chem 444 Fall 2006.
Localization of phonons in chains of trapped ions Alejandro Bermúdez, Miguel Ángel Martín-Delgado and Diego Porras Department of Theoretical Physics Universidad.
From Kondo and Spin Glasses to Heavy Fermions, Hidden Order and Quantum Phase Transitions A Series of Ten Lectures at XVI Training Course on Strongly Correlated.
A CRITICAL POINT IN A ADS/QCD MODEL Wu, Shang-Yu (NCTU) in collaboration with He, Song, Yang, Yi and Yuan, Pei-Hung , to appear in JHEP
Ultracold Fermi gases University of Trento BEC Meeting, Trento, 2-3 May 2006 INFM-CNR Sandro Stringari.
F.F. Assaad. MPI-Stuttgart. Universität-Stuttgart Numerical approaches to the correlated electron problem: Quantum Monte Carlo.  The Monte.
Correlated States in Optical Lattices Fei Zhou (PITP,UBC) Feb. 1, 2004 At Asian Center, UBC.
Self-generated instability of a ferromagnetic quantum-critical point
Vector Chiral States in Low- dimensional Quantum Spin Systems Raoul Dillenschneider Department of Physics, University of Augsburg, Germany Jung Hoon Kim.
Quantum simulation for frustrated many body interaction models Lanzhou Aug. 2, 2011 Zheng-Wei Zhou( 周正威) Key Lab of Quantum Information, CAS, USTC In collaboration.
Introduction to Molecular Magnets Jason T. Haraldsen Advanced Solid State II 4/17/2007.
Atoms in optical lattices and the Quantum Hall effect Anders S. Sørensen Niels Bohr Institute, Copenhagen.
Quasi-1D antiferromagnets in a magnetic field a DMRG study Institute of Theoretical Physics University of Lausanne Switzerland G. Fath.
Optical lattices for ultracold atomic gases Sestri Levante, 9 June 2009 Andrea Trombettoni (SISSA, Trieste)
Oct. 26, 2005KIAS1 Competing insulating phases in one-dimensional extended Hubbard models Akira Furusaki (RIKEN) Collaborator: M. Tsuchiizu (Nagoya) M.T.
Ashvin Vishwanath UC Berkeley
D=2 xy model n=2 planar (xy) model consists of spins of unit magnitude that can point in any direction in the x-y plane si,x= cos(i) si,y= sin(i)
Hidden topological order in one-dimensional Bose Insulators Ehud Altman Department of Condensed Matter Physics The Weizmann Institute of Science With:
Frustrated magnetism in 2D Collin Broholm Johns Hopkins University & NIST  Introduction Two types of antiferromagnets Experimental tools  Frustrated.
Quantum simulation for frustrated many body interaction models
Functional Integration in many-body systems: application to ultracold gases Klaus Ziegler, Institut für Physik, Universität Augsburg in collaboration with.
1 Vortex configuration of bosons in an optical lattice Boulder Summer School, July, 2004 Congjun Wu Kavli Institute for Theoretical Physics, UCSB Ref:
Single crystal growth of Heisenberg spin ladder and spin chain Single crystal growth of Heisenberg spin ladder and spin chain Bingying Pan, Weinan Dong,
A10 Designing spin-spin interactions in cold ion crystals
Some open questions from this conference/workshop
Spin-Orbit Coupling Effects in Bilayer and Optical Lattice Systems
A10 Designing spin-spin interactions in cold ion crystals
Electronic polarization. Low frequency dynamic properties.
Phase diagram of a mixed spin-1 and spin-3/2 Ising ferrimagnet
10 Publications from the project
B4 Single crystal growth of tunable quantum spin systems
Possible realization of SU(2)_2 WZNW Quantum Critical Point in CaCu2O3
Spin-Peierls Effect on Frustrated Spin Systems
Spontaneous Hexagon Organization in Pyrochlore Lattice
In “Adaptive Cooperative Systems” Summarized by Ho-Sik Seok
Ehud Altman Anatoli Polkovnikov Bertrand Halperin Mikhail Lukin
One-Dimensional Bose Gases with N-Body Attractive Interactions
Spectroscopy of ultracold bosons by periodic lattice modulations
Phase Transitions in Quantum Triangular Ising antiferromagnets
Spin-lattice Interaction Effects in Frustrated Antiferromagnets
Chiral Spin States in the Pyrochlore Heisenberg Magnet
Chengfu Mu, Peking University
Phases of Mott-Hubbard Bilayers Ref: Ribeiro et al, cond-mat/
Chen Ahai and Gao Xianlong
Biointelligence Laboratory, Seoul National University
Exotic magnetic states in two-dimensional organic superconductors
Thermodynamics and Statistical Physics
Presentation transcript:

B3 Correlations in antiferromagnets Sebastian Eggert (TU Kaiserslautern) (i) Frustrated spin systems (iii) Dimensional crossover Coupled one dimensional quantum systems (chains) can be created with spin chains and ladders as well as quasi one-dimensional ultra-cold gases [P1]. We want to study the quantum phase transition from 1D behavior to a 3D interacting condensate. Topics Luttinger liquids theory and chain mean field: higher order corrections Quantum Monte Carlo simulations Mott vs. superfluid in quasi 1D: Transport Frustrated systems are of large current interest due to the possibility of new phases and exotic excitations due to the large residual entropy at low T. The most relevant realization are spin systems, ultra-cold gases, ion traps, and charge transfer salts, all of which play a central role in the TR 49. Topics Kagome lattice at incommensurate filling: Role of string excitations XXZ model on the anisotropic triangular lattice: Domain walls and possible spin liquid A5 A8 A9 A8 A10 B1 B2 B4 B6 Fig. 8: Coupled 1D boson gases and spin ladders in a magnetic field have the equivalent bosonic descritiion. Fig. 6: Triangular lattice and kagome lattice with 1/3 magnetization. Work programme First year numerical analysis of string excitations in the kagome lattice. numerical analysis of higher order critical points in coupled trimer systems. set up field theoretical calculations for higher order corrections in coupled chain systems. numerical simulations of coupled chain systems. Second year analytic analysis of string excitations for positive xy-coupling in the kagome lattice. analysis of boundary induced behavior in anisotropic triangular lattices. interacting boson theory for higher order critical points in trimer systems. Third/fourth year analysis of impurities in frustrated systems. critical behavior for larger spin clusters N > 3 and different inter-cluster couplings. analysis of transport experiments in coupled chain systems of project A9 (Ott). (ii) Coupled spin clusters Coupled spin clusters have played an important role in the TR 49 as versatile systems, where critical points can be reached either by tuning the magnetic field or the coupling strengths via the chemical composition and/or pressure. Topics Magneto-caloric effect, susceptibility, specific heat Critical scaling Higher order critical points: magnetization plateaus in larger spin clusters A8 B1 B2 B4 B5 B13N Fig. 7: Above: coupled trimers. Right: corresponding magnetization plateaus, which lead to higher order critical points Transregional Collaborative Research Centre SFB/TR 49 Frankfurt / Kaiserslautern / Mainz