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Dive into the research topics where J. Hammann is active.

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Featured researches published by J. Hammann.


Physical Review Letters | 1998

Memory and Chaos Effects in Spin Glasses

K. Jonason; E. Vincent; J. Hammann; Jean-Philippe Bouchaud; Per Nordblad

New low frequency ac susceptibility measurements on two different spin glasses show that cooling/heating the sample at a constant rate yields an essentially reversible (but rate dependent)


Physical Review Letters | 1999

EXTRACTION OF THE SPIN GLASS CORRELATION LENGTH

Y. G. Joh; R. Orbach; G. G. Wood; J. Hammann; E. Vincent

\ensuremath{\chi}(T)


Physical Review Letters | 2004

Spin anisotropy and slow dynamics in spin glasses

Fabrice Bert; Vincent Dupuis; E. Vincent; J. Hammann; Jean-Philippe Bouchaud

curve; a downward relaxation of


Philosophical Magazine Part B | 1995

Contrasting effects of field and temperature variations on ageing in spin glasses

E. Vincent; Jean-Philippe Bouchaud; J. Hammann; F. Lefloch

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Journal of Magnetism and Magnetic Materials | 1996

Glassy dynamics of nanometric magnetic particles

E. Vincent; Y. Yuan; J. Hammann; H. Hurdequint; F. Guevara

occurs during a temporary stop at constant temperature (aging). Two main features of our results are (i) when cooling is resumed after such a stop,


Journal of Magnetism and Magnetic Materials | 1981

Neutron diffraction study of antiferromagnetism in YbVO4

P. Radhakrishna; J. Hammann; P. Pari

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EPL | 1997

A new experimental procedure for characterizing quantum effects in small magnetic particle systems

R. Sappey; E. Vincent; Miguel Ocio; J. Hammann; F. Chaput; J. P. Boilot; D. Zins

goes back to the reversible curve (chaos), and (ii) upon reheating,


Journal of Magnetism and Magnetic Materials | 1992

Barrier heights versus temperature in spin glasses

J. Hammann; M. Ocio; E. Vincent; M. Lederman; R. Orbach

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Solid State Communications | 1981

Antiferromagnetic ordering in the ytterbium aluminum perovskite YbAlO3

P. Radhakrishna; J. Hammann; M. Ocio; P. Pari; Y. Allain

perfectly traces the previous aging history (memory). We discuss implications of our results for a real space (as opposed to phase space) picture of spin glasses.


Philosophical Magazine Part B | 1998

Spin-glass dynamics and the barrier model: Extraction of the Parisi physical order parameter

Y. G. Joh; R. Orbach; J. Hammann

A change in magnetic field H quenches the barriers in a spin glass for heights less than an associated change in Zeeman energy, E_z. The shift of the peak of S(t)=-dM_{TRM}(t,t_w)/H/{d lnt} with H generates E_z={N_s}{X_fc}{H^2}, with X_fc the field cooled magnetic susceptibility per spin, and N_s the number of spins participating in barrier quenching (and barrier hopping). Experiments on Cu:Mn 6at.% and CdCr_{1.7}In_{0.3}S_4 for ranges of H, T, and waiting times t_w generate the correlation length, Ksi(t_w,T) ~ {N_s}^{1/3}, fitted by both the hierarchical model, Ksi(t_w,T)=0.635(t_w}/tau_0)^{0.169T/T_g}, in numerical accord with simulations, or the droplet model, Ksi(t_w,T)={10^{-5}}{{[(T/T_g)Ln(t_w/tau_0)]}^{1/0.21}}, with too small a prefactor for simulation time scales, and exponent 1/psi at the lower limit for psi.

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R. Orbach

University of California

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D. Colson

Centre national de la recherche scientifique

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Ch. Marcenat

Lawrence Berkeley National Laboratory

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M. Lederman

University of California

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Y. G. Joh

University of California

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J.F. Marucco

University of Paris-Sud

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