Qualite : Chargée de recherche
04 91 16 40 30
04 91 16 42 70
Adresse : LMA - CNRS UPR 7051
31 chemin Jospeh Aiguier
13402 Marseille cedex 20
Email : franceschini@lma.cnrs-mrs.fr
Secretariat : Marie-Madeleine Morano
Equipe : Propagation et Imagerie
RESEARCH
PROPOSITION STAGE MASTER
RESEARCH ACTIVITIES
Microscopic ultrasound characterization of biological tissues click here
Caractérisation ultrasonore des tissus biologiques à l’échelle microscopique cliquer ici
Ultrasound tomography click here
Tomographie ultrasonore cliquer ici
PUBLICATIONS click here
CURRICULUM VITAE
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Education
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2003 - 2006
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Ph.D. in Ultrasound Imaging, University of Provence Aix-Marseille I.
Laboratoire de Mécanique et d’Acoustique (LMA), Marseille, France. Ph.D. obtained on november 2006.
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2002 - 2003
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Degree of Advanced Studies (equivalent to M.S.) in Acoustics.
University of Méditerrannée, Marseille, France.
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2000 - 2003
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Generalist engineer, specialization in Mechanical Engineering.
Ecole Supérieure d’Ingénieurs de Marseille (Centrale Marseille).
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1998 - 2000
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University-level preparation for the competitive entrance exams to French "Grandes Ecoles".
Lycée Joffre, Montpellier, France.
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Research and Work Experience
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Since Fall 2008
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Researcher CNRS in Laboratoire de Mécanique et d’Acoustique (LMA), France.
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2007
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Post-doct at the Laboratory of Biorheology and Medical Ultrasonics (LBUM, Montréal, Canada) supervised by Guy Cloutier :
"Ultrasound characterization of erythrocyte aggregation".
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Fall 2006
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Teaching assistant and researcher (ATER) at the University of Provence Aix-Marseille I.
Research at LMA on wood ultrasound tomography : "Numerical simulation of ultrasound wave propagation through wood samples".
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2003 - 2006
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Ph.D. at LMA supervised by Jean-Pierre Lefebvre and Serge Mensah :
"Ultrasound tomography applied to breast cancer detection".
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2003
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Research master project at LMA supervised by Philippe Lasaygues : "Ultrasound imaging of the bone diaphysis".
Numerical simulation of the experiences performed on an ultrasonic scanner, comparison of experimental and numerical signals for the forward problem (6 months).
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