\/svg>","ionicons-filled--link":"<\/svg>"}) Accessibility Tools Invert colors Monochrome Dark contrast Light contrast Low saturation High saturation Highlight links Highlight headings Screen reader Read mode Content scaling 100% Font size 100% Line height 100% Letter spacing 100% Skip to main content PL The Institute The Institute General information Emploees News Scientific News Gender equality plan Address and contact data Research Research profile List of publications Information in BIP Scientific Council Organizational structure GDPR Events Seminars Current seminars List of seminars Conferences Current conferences Past conferences For students Doctoral school General Information Curriculum Recruitment School Council Doctoral Student Council Teaching Doctoral students Mid-term evaluation For students Master theses Student training Visiting the Institute For employees Institute e-mail Eduroam Publication registry Contact us Address and contact data Important phone numbers and emails PL The Institute The Institute General information Emploees News Scientific News Gender equality plan Address and contact data Research Research profile List of publications Information in BIP Scientific Council Organizational structure GDPR Events Seminars Current seminars List of seminars Conferences Current conferences Past conferences For students Doctoral school General Information Curriculum Recruitment School Council Doctoral Student Council Teaching Doctoral students Mid-term evaluation For students Master theses Student training Visiting the Institute For employees Institute e-mail Eduroam Publication registry Contact us Address and contact data Important phone numbers and emails Events Home Events List of seminars Department of Magnetic Reseach Seminar 13:30, 18-05-09 sala nr 6 (bud. II) Spin and charge dynamics in disordered chainsprof. dr hab. Marcin MierzejewskiKatedra Fizyki Teoretycznej Politechniki WrocławskiejExperiments on many-body localization are performed on cold–fermion lattices where the relevant model is the Hubbard model with spin–1/2 fermions, where the disorder enters only via a random charge potential. Recent numerical studies of such model reveal that even at strong disorder, localization and nonergodicity occurs only in the charge subsystem [1,2], unless one introduces also random magnetic field [3]. We derive and study the effective spin model [4] that explains the anomalous spin dynamics in the one-dimensional Hubbard model with strong potential disorder. Assuming that charges are localized, we show that spins are delocalized and their subdiffusive transport [1] originates from a singular random distribution of spin exchange interactions. The exponent relevant for the subdiffusion is determined by the Anderson localization length and the density of electrons. While the analytical derivations are valid for low particle density, numerical results for the full Hubbard model reveal a qualitative agreement up to half-filling. The presentation will start with an overview of the Anderson and the many-body localization phenomena. [1] Prelovšek, O. S. Barišić, M. Žnidarič, Phys. Rev. B 94, 241104 (2016). [2] Mierzejewski, M. Kozarzewski, P. Prelovšek, Phys. Rev. B 97, 064204 (2018). [3] Lemut, M. Mierzejewski, J. Bonča, Phys. Rev. Lett. 119, 246601 (2017). [4] Kozarzewski, P. Prelovšek, M. Mierzejewski, arXiv:1803.09667.
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Experiments on many-body localization are performed on cold–fermion lattices where the relevant model is the Hubbard model with spin–1/2 fermions, where the disorder enters only via a random charge potential. Recent numerical studies of such model reveal that even at strong disorder, localization and nonergodicity occurs only in the charge subsystem [1,2], unless one introduces also random magnetic field [3]. We derive and study the effective spin model [4] that explains the anomalous spin dynamics in the one-dimensional Hubbard model with strong potential disorder. Assuming that charges are localized, we show that spins are delocalized and their subdiffusive transport [1] originates from a singular random distribution of spin exchange interactions. The exponent relevant for the subdiffusion is determined by the Anderson localization length and the density of electrons. While the analytical derivations are valid for low particle density, numerical results for the full Hubbard model reveal a qualitative agreement up to half-filling. The presentation will start with an overview of the Anderson and the many-body localization phenomena.