Cd - matière molle magnétique confinée // cd - confined magnetic soft matter

• Explore the fundamental mechanisms of self-organization of dipolar particles under quasi-one-dimensional confinement
• Establish the phase diagram as a function of the degree of confinement, in the presence of a perpendicular magnetic field
• Investigate two-dimensional (slit) and three-dimensional (cylindrical pore) geometries using analytical approaches for ground states, complemented by numerical simulations (Monte Carlo and molecular dynamics) at finite temperature
• Address the role of polydispersity, in particular in binary mixtures
• Contribute to a unified understanding of the effects of dimensionality, interaction anisotropy, and polydispersity in confined dipolar systems

• Master's level student (MSc or equivalent) in physics, statistical physics, condensed matter physics or related fields
• Strong background in statistical physics and electromagnetism
• Programming skills in scientific computing (Python, C/C++, Matlab or equivalent) are desirable
• Experience with numerical simulations (Monte Carlo or molecular dynamics) would be an advantage
• The candidate is expected to demonstrate autonomy, scientific rigor, and a strong interest in theoretical physics and modeling

Knowledge of soft matter, colloidal systems or particle-based systems would be appreciated but is not mandatory