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Dive into the research topics where Matteo Zaccanti is active.

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Featured researches published by Matteo Zaccanti.


Nature | 2008

Anderson localization of a non-interacting Bose-Einstein condensate.

G. Roati; Chiara D’Errico; L. Fallani; Marco Fattori; C. Fort; Matteo Zaccanti; Giovanni Modugno; Michele Modugno; M. Inguscio

Anderson localization of waves in disordered media was originally predicted fifty years ago, in the context of transport of electrons in crystals. The phenomenon is much more general and has been observed in a variety of systems, including light waves. However, Anderson localization has not been observed directly for matter waves. Owing to the high degree of control over most of the system parameters (in particular the interaction strength), ultracold atoms offer opportunities for the study of disorder-induced localization. Here we use a non-interacting Bose–Einstein condensate to study Anderson localization. The experiment is performed with a one-dimensional quasi-periodic lattice—a system that features a crossover between extended and exponentially localized states, as in the case of purely random disorder in higher dimensions. Localization is clearly demonstrated through investigations of the transport properties and spatial and momentum distributions. We characterize the crossover, finding that the critical disorder strength scales with the tunnelling energy of the atoms in the lattice. This controllable system may be used to investigate the interplay of disorder and interaction (ref. 7 and references therein), and to explore exotic quantum phases.


Nature Physics | 2009

Observation of an Efimov spectrum in an atomic|[nbsp]|system

Matteo Zaccanti; Benjamin Deissler; Chiara D’Errico; Marco Fattori; M. Jona-Lasinio; S. Müller; G. Roati; M. Inguscio; Giovanni Modugno

In 1970, Vitaly Efimov predicted that three interacting particles can form an infinite series of bound trimer states, even when none of the two-particle subsystems is stable. Experimental evidence for such an exotic state was obtained in 2006, but now an Efimov spectrum, containing two such states with the predicted scaling between them, has been observed.


Physical Review Letters | 2007

39K Bose-Einstein condensate with tunable interactions.

G. Roati; Matteo Zaccanti; Chiara D'Errico; J. Catani; Michele Modugno; Andrea Simoni; M. Inguscio; Giovanni Modugno

We produce a Bose-Einstein condensate of 39K atoms. Condensation of this species with a naturally small and negative scattering length is achieved by a combination of sympathetic cooling with 87Rb and direct evaporation, exploiting the magnetic tuning of both inter- and intraspecies interactions at Feshbach resonances. We explore the tunability of the self-interactions by studying the expansion and the stability of the condensate. We find that a 39K condensate is interesting for future experiments requiring a weakly-interacting Bose gas.


Nature | 2012

Metastability and coherence of repulsive polarons in a strongly interacting Fermi mixture

C. Kohstall; Matteo Zaccanti; Michael Jag; Andreas Trenkwalder; Pietro Massignan; Georg M. Bruun; Florian Schreck; R. Grimm

Ultracold Fermi gases with tunable interactions provide a test bed for exploring the many-body physics of strongly interacting quantum systems. Over the past decade, experiments have investigated many intriguing phenomena, and precise measurements of ground-state properties have provided benchmarks for the development of theoretical descriptions. Metastable states in Fermi gases with strong repulsive interactions represent an exciting area of development. The realization of such systems is challenging, because a strong repulsive interaction in an atomic quantum gas implies the existence of a weakly bound molecular state, which makes the system intrinsically unstable against decay. Here we use radio-frequency spectroscopy to measure the complete excitation spectrum of fermionic 40K impurities resonantly interacting with a Fermi sea of 6Li atoms. In particular, we show that a well-defined quasiparticle exists for strongly repulsive interactions. We measure the energy and the lifetime of this ‘repulsive polaron’, and probe its coherence properties by measuring the quasiparticle residue. The results are well described by a theoretical approach that takes into account the finite effective range of the interaction in our system. We find that when the effective range is of the order of the interparticle spacing, there is a substantial increase in the lifetime of the quasiparticles. The existence of such a long-lived, metastable many-body state offers intriguing prospects for the creation of exotic quantum phases in ultracold, repulsively interacting Fermi gases.


Physical Review A | 2006

Feshbach spectroscopy of a K − Rb atomic mixture

F. Ferlaino; Chiara D’Errico; G. Roati; Matteo Zaccanti; M. Inguscio; Giovanni Modugno; Andrea Simoni

We perform extensive magnetic Feshbach spectroscopy of an ultracold mixture of fermionic


Physical Review Letters | 2008

Atom Interferometry with a Weakly Interacting Bose-Einstein Condensate

Marco Fattori; Chiara D'Errico; G. Roati; Matteo Zaccanti; Mattia Jona-Lasinio; Michele Modugno; M. Inguscio; Giovanni Modugno

^{40}\mathrm{K}


Reports on Progress in Physics | 2014

Polarons, dressed molecules and itinerant ferromagnetism in ultracold Fermi gases

Pietro Massignan; Matteo Zaccanti; Georg M. Bruun

and bosonic


Physical Review Letters | 2011

Observation of Subdiffusion in a Disordered Interacting System

Eleonora Lucioni; Benjamin Deissler; Luca Tanzi; G. Roati; Matteo Zaccanti; Michele Modugno; Larcher M; F. Dalfovo; M. Inguscio; Giovanni Modugno

^{87}\mathrm{Rb}


Physical Review A | 2006

Control of the interaction in a Fermi-Bose mixture

Matteo Zaccanti; Chiara D'Errico; F. Ferlaino; G. Roati; M. Inguscio; Giovanni Modugno

atoms. The magnetic-field locations of 13 interspecies resonances are used to construct a quantum collision model able to predict accurate collisional parameters for all


New Journal of Physics | 2007

Feshbach resonances in ultracold 39K

Chiara D'Errico; Matteo Zaccanti; Marco Fattori; G. Roati; M. Inguscio; Giovanni Modugno; Andrea Simoni

\mathrm{K}\text{\ensuremath{-}}\mathrm{Rb}

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G. Roati

University of Florence

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M. Inguscio

University of Florence

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Michele Modugno

University of the Basque Country

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C. Fort

University of Florence

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