Gérard Gremaud

EPFL SB IPHYS LPMC
PH D2 445 (Bâtiment PH)
Station 3
CH-1015 Lausanne

Site web: http://lpmc.epfl.ch
Unité: LPMC

Unité: PH-SB

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Données administratives

Compétences

Voir:

http://gerardgremaud.ch

https://www.researchgate.net/profile/G_Gremaud?ev=hdr_xprf

http://mechanical-spectroscopy.epfl.ch/page-71047.html

Publications

Autres publications

G. Gremaud, M. Bujard, W. Benoit
J. Appl. Phys., 61, 5, 1795-1805 (1987)
The coupling technique: A two wave acoustic method for the study of dislocation dynamics
G. Gremaud, J.-E. Bidaux, W. Benoit
Helv. Phys. Acta, 60, 947-958 (1987)
Etude � basse fr�quence des pics de frottement int�rieur associ�s � une transition de phase du 1er ordre
W. Benoit, G. Gremaud, B. Quenet
Mat. Sc. Eng., A164, 42-57 (1993)
Dislocation and kink dynamics in FCC metals studied by mechanical spectroscopy
O. Behrend, A. Kulik, G. Gremaud
Appl. Phys. Let., 62 (22), 2787-2789 (1993)
Characterization of thin films using inversion of generalized Lamb waves
N. A. Burnham, A. J. Kulik, G. Gremaud, G.A.D. Briggs
Phys. Rev. Let., 74 (25), 5092-5095 (1995)
Nanosubharmonics: The Dynamics of Small Nonlinear Contacts
F. Oulevey, G. Gremaud, A. Semoroz, A. J. Kulik, N. A. Burnham, E. Dupas, D. Gourdon
Rev. Sci. Instrum. , 69, 5, 2085-2094 (1998)
Local mechanical spectroscopy with nanometer-scale lateral resolution
G. Gremaud, S. Kustov
Phys. Rev. B, 60, 13, 9353-9364 (1999)
Theory of dislocation-solute atom interactions in solid solutions and related non-linear anelasticity
G. Gremaud
In "Mechanical Spectroscopy", chapter 3.3, Materials Science Forum, vol. 366-368, Trans Tech Publications, Switzerland (2001) , p. 178-247
Dislocation-point defects interactions
G. D'Anna, G. Gremaud
Nature, 413, 407-409 (2001)
The jamming route to the glass-state in weakly perturbed granular media
G. D'Anna, G. Gremaud
Phys. Rev. Let., 87, 25, 254302-1-4 (2001)
Vogel-Fulcher-Tammann Type Diffusive Slowdown in Weakly Perturbed Granular Media
G. Gremaud
Mat. Sc. Eng., A370, 191-198 (2004)
Overview on dislocation-point defect interaction: the brownian picture of dislocation motion
R. Szoszkiewicz, B. Bhushan, B. D. Huey, A. J. Kulik, G. Gremaud
J. Appl. Phys., 99, 014310 (2006)
Adhesion hysteris and friction at nanometer and micrometer lengths
S. Kustov, E. Cesari, G. Gremaud
Materials Science and Engineering A, 432 (2006) 390-397
Non-linear Anelasticity of Topological Vortex Matter in Martensites
P. Mayor, G. D�Anna, G. Gremaud, A. Barrat, V. Loreto
Materials Science and Engineering A, 432 (2006) 256-262
Mechanical spectroscopy of vibrated granular matter
G. Gremaud
Materials Science & Engineering A (2008), doi:10.1016/j.msea.2008.09.131
Theory of plasticity and anelasticity due to dislocation creep through a multi-scale hierarchy of obstacles
Alessandro L Sellerio, Daniele Mari and G�erard Gremaud
J. Stat. Mech. (2012) P01002
Fractional Brownian motion and anomalous diffusion in vibrated granular materials
Gianfranco D'Anna, Alessandro Luigi Sellerio, Daniele Mari and G�rard Gremaud
J. Stat. Mech. (2013) P05009
Friction and Hertzian contact in granular glass
G. Gremaud
Presses polytechniques et universitaires romandes, Lausanne 2013, 751 pages, ISBN 978-2-88074-964-4
Th�orie eul�rienne des milieux d�formables-Charges de dislocation et d�sinclinaison dans les solides
G. Gremaud
arXiv:1407.1227 [physics.class-ph]
On local space-time of loop topological defects in a newtonian lattice
G. Gremaud
Lausanne, 7 Jul 2014, traduction fran�aise de arXiv:1407.1227 [physics.class-ph]
DE L�ESPACE-TEMPS LOCAL DES DEFAUTS TOPOLOGIQUES EN BOUCLE DANS UN RESEAU NEWTONIEN
Gérard Gremaud
Amazon, Charleston (USA), 2016, 660 pages, ISBN 978-2-8399-1940-1
Univers et Matière conjecturés comme un Réseau Tridimensionnel avec des Singularités Topologiques
Gérard Gremaud
Amazon, Charleston (USA), 2016, 646 pages, ISBN 978-2-8399-1934-0
Universe and Matter conjectured as a 3-dimensional Lattice with Topological Singularities
G. Gremaud
Amazon, Charleston (USA), 2016, 312 pages, ISBN 978-2-8399-1943-2
Eulerian theory of newtonian deformable lattices – dislocation and disclination charges in solids
Gérard Gremaud
Journal of Modern Physics, 7, 1389-13
Universe and Matter Conjectured as a 3-Dimensional Lattice with Topological Singularities
G. Gremaud
arXiv :1610.00753 [physics.gen-ph]
Maxwell’s equations as a special case of deformation of a solid lattice in Euler’s coordinate