Master of Physics

• The Master of Physics is a formation of the Faculty of Physics and Engineering.
• The first year is a common year.
• Since specialization is based on M2, all major areas of contemporary fundamental physics are accessible to Master students. In particular, the Master of Physics offers a wide variety of internationally recognized cursus.
  • • Astrophysics (Astro);
    • Cell Physics;
    • Condensed Matter and Nanophysics (MCN);
    • Physique des rayonnements, détecteurs, instrumentation et imagerie (PRIDI);
    • Subatomic Physics and Astroparticles (PSA).
• The Master of Physics also offers the possibility of preparing l’agrégation de Physique et Chimie (option Physique). The students concerned can thus prepare this competition while following a reinforced curriculum leading to the professions of research.
• The Master of Physics serves as a support for the last two years of the Magistère de Physique Fondamentale.
• In the second year (M1), Master of Physics students are natural candidates at the 3 Graduate Programs QMat, HiFunMat and IRMIA++, with the possibility to access grant at the M1 level:
  • • • EUR QMat, Quantum Science and Nanomaterials University Research Institute: The continuing miniaturization and integration of information technologies requires a better understanding and control of the quantum nature of matter that becomes dominant at the (sub) nm scale (read more).
      • HiFunMat, Hierarchical and Functional Materials: To meet the strong demand in the industry for people with a solid background in materials science, students are offered to obtain supplementary training on hierarchical and functional materials (read more). Dowload the flyer here. To apply to HiFunMat: application.
      • IRMIA++, Mathematics in interaction with Computer Science and Physics: this program comes in addition to the courses offered by 9 associated Master tracks of the mathematics, computer science and physics departments of the University of Strasbourg. The Master students will gain a broader view of the research activity as well as specific skills for conducting interdisciplinary collaborations. This program is certified by a university diploma (DU – Diplôme d’Université) of the University of Strasbourg, called “Mathematics and applications: research and interactions”.

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