The M.S. program in Physics comprises seven courses with at least 24 credits, a non-credit seminar course, and a Master's thesis. The elective courses are subject to advisor approval and may include at most two upper level undergraduate courses.
Master of Science Program
Readings in Physics
Supervised reading and library work. Choice of material according to individual needs. Both written and oral presentations are required (1+0+0) 1 ECTS 3
Principles of mechanics. Hamilton’s principle and Lagrange’s equations, conservation laws. The principle of least action. Lagrangian formalism: Central forces, rigid body motion, small oscillations. The Hamilton’s equation of motion, canonical transformations, Hamilton-Jacobi theory. Lagrange’s and Hamilton’s equations for continuous media. (4+1+0) 4 ECTS 10
Electromagnetic Theory I
Electrostatics and magnetostatics. Time-dependent fields and Maxwell’s equations. Multipole expansion of the radiation field. The interaction of radiation with matter. Interference and diffraction. Wave guides and cavities. Electromagnetism and relativity. (4+1+0) 4 ECTS 10
Quantum Mech. I
Postulates. Harmonic oscillator. Hydrogen atom. Symmetries. Angular momentum. Spin. Addition of angular momentum. Identical particles.
Quantum Mech. II
Bound state problems. Approximation methods. Time dependent and independent perturbation theories. Scattering theory. Applications. Introduction to relativistic quantum mechanics and path integrals.
Statistical Mech. I
Laws of thermodynamics and their applications. Classical kinetic theory and the Boltzmann equation. Microcanonical, canonical and grandcanonical partition functions. Ideal quantum gases. Various applications in solid-state, nuclear and astrophysics.(4+1+0) 4 ECTS 10
Saminars offered by faculty, guest speakers, and/or graduate students designed to widen students’ perspectives on specific topics of interest and to expand their range of scientific research techniques and publication ethics.
Master Thesis in Physics
Design and completion of a research project on a topic of student’s special interest under the supervision of a thesis advisor.