Marcin Mierzejewski
University of Silesia in Katowice
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Publication
Featured researches published by Marcin Mierzejewski.
Nature Physics | 2015
S. Dal Conte; Lev Vidmar; Denis Golež; Marcin Mierzejewski; Giancarlo Soavi; S. Peli; Francesco Banfi; Gabriele Ferrini; Riccardo Comin; B. M. Ludbrook; L. Chauviere; N. D. Zhigadlo; H. Eisaki; M. Greven; S. Lupi; A. Damascelli; Daniele Brida; Massimo Capone; J. Bonča; Giulio Cerullo; Claudio Giannetti
By pushing both time and frequency resolution in optical spectroscopy it is now possible to resolve antiferromagnetic fluctuations in a copper oxide superconductor, which are believed to mediate the pairing of charge carriers.
Journal of Physics: Condensed Matter | 2009
Andrzej Ptok; Maciej M. Maśka; Marcin Mierzejewski
The recent experimental support for the presence of the Fulde-Ferrell-Larkin-Ovchinnikov (FFLO) phase in CeCoIn(5) directed attention towards the mechanisms responsible for this type of superconductivity. We investigate the FFLO state in a model where on-site/inter-site pairing coexists with the repulsive pair hopping interaction. The latter interaction is interesting in that it leads to pairing with non-zero momentum of the Cooper pairs even in the absence of the external magnetic field (the so-called η pairing). It turns out that, depending on the strength of the pair hopping interaction, the magnetic field can induce one of two types of the FFLO phase with different spatial modulations of the order parameter. It is argued that the properties of the FFLO phase may give information about the magnitude of the pair hopping interaction. We also show that η pairing and d-wave superconductivity may coexist in the FFLO state. It holds true also for superconductors which, in the absence of magnetic field, are of pure d-wave type.
Solid State Communications | 2001
R Szczesniak; Marcin Mierzejewski; J. Zieliński; Peter Entel
We discuss the problem of phonon-induced superconductivity of electrons on a two-dimensional lattice. Analytical expressions for the superconducting transition temperature and the isotope coefficient have been derived for the case that the Fermi level is close to the van Hove singularity. We have considered the weak- and strong-coupling cases. Our results show that in the presence of the van Hove singularity the isotope coefficient can take on small values despite the fact that superconductivity originates from phonon-induced pairing.
Physical Review Letters | 2014
Marcin Mierzejewski; P. Prelovsek; Tomaz Prosen
We establish a relation between two hallmarks of integrable systems: the relaxation towards the generalized Gibbs ensemble (GGE) and the dissipationless charge transport. We show that the former one is possible only if the so-called Mazur bound on the charge stiffness is saturated by local conserved quantities. As an example we show how a non-GGE steady state with a current can be generated in the one-dimensional model of interacting spinless fermions with a flux quench. Moreover, an extended GGE involving the quasilocal conserved quantities can be formulated for this case.
Physical Review Letters | 2007
Maciej M. Maśka; Sledź Z; Katarzyna Czajka; Marcin Mierzejewski
Scanning tunneling spectroscopy has recently discovered a positive correlation between the magnitude of the superconducting gap and positions of dopant oxygen atoms in Bi-based cuprates. We propose a microscopic mechanism that could be responsible for this effect. In particular, we demonstrate that the dopant-induced spatial variation of the atomic levels always enhances the superexchange interaction.
Physical Review B | 2014
Denis Golež; J. Bonča; Marcin Mierzejewski; Lev Vidmar
We study the relaxation mechanism of a highly excited charge carrier propagating in the antiferromagnetic background modeled by the
Physical Review B | 2011
Lev Vidmar; J. Bonča; Marcin Mierzejewski; P. Prelovsek; S. A. Trugman
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Physical Review B | 2011
Andrzej Ptok; Maciej M. Maśka; Marcin Mierzejewski
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Physical Review B | 2004
Marcin Mierzejewski; Maciej M. Maska
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Physical Review Letters | 2011
Marcin Mierzejewski; Lev Vidmar; J. Bonča; P. Prelovsek
Hamiltonian on a square lattice. We show that the relaxation consists of two distinct stages. The initial ultrafast stage with the relaxation time