MASTER OF SCIENCE(PHYSICS)

PHY101 Mathematical Physics
PHY102 Classical Mechanics
PHY103 Quantum Mechanics - I
PHY104 Electronic Devices
PHY201 Quantum Mechanics - II
PHY202 Statistical Mechanics
PHY203 Electrodynamics and Plasma Physics
PHY204 Atomic and Molecular Physics
PHY301 Computational Methods and Programming
PHY302 NUCLEAR & PARTICLE PHYSICS
PHY303 ELECTRONICS
PHY304 ASTRO PHYSICS
PHY305 NUCLEAR & PARTICLE PHYSICS

Mathematical Physics:

Section I
Complex functions, Cauchy - Riemann Equations, Cauchy’s Integral Theorem, Taylor and Laurent expansion, Analytic continuation, Singularities, Calculus of Residues, Branch points, Evaluation of Definite Integral using Cauchy’s residues.

Section II
Partial Differential Equations, Classes and Characteristics, Boundary Conditions, First-order, Separation of variables, Singular points, Solution of Second order Differential Equations using Frobenius Method, Second solution, Green’s Function, Expansions in Spherical and Cylindrical Co-ordinates, Applications to scattering problems.