| | Asymmetric particles, scattering theory, quantum theory of radiation, relativistic quantum mechanics. | PhD Level | | | Complex Numbers, Linear Equations; Vectors Matrices
and Determinants, Partial Differentiation, Multiple
Integrals, Vector Analysis, Fourier Series, Ordinary
Differential Equations | Second Year | | |
Coordinate Transformations; Tensor Analysis, Gamma,
Beta and Error Functions, Asymptotic Series, Stirling’s
Formula, Elliptic Integrals and Functions, Integral
Transforms, Series Solutions of Differential Equations,
Legender Polynomials, Bessel Functions, Sets of
Orthogonal Functions, Partial Differential Equations,
Functions of A Complex Variable | Second Year | | | Basic Nuclear Concepts and Nuclear
Properties, Nuclear Force: The Two-Body
Nucleon System, Nuclear Force:
Nucleon-Nucleon Scattering, Nuclear
Models, Radioactive Decay, Nuclear
Reactions: An Introduction. | Fourth Year | | |
Motion in One Dimension, Vectors, Motion in Two
Dimensions, The Laws of Motion, Circular Motion and
Other Applications of Newton’s Laws, Work and Kinetic
Energy, Potential Energy and Conservation of Energy,
Linear Momentum and Collisions, Rotation of a Rigid
Object About a Fixed Axis, Rolling Motion and Angular
Momentum | First Year | | | Electric Field, Gauss’s Law; Electric Potential;
Capacitance and Dielectrics; Current and Resistance;
Direct Current Circuits, Magnetic Field, Sources of the
Magnetic Field, Faraday’s Laws of Induction | First Year | | | Nature of Light; Huygens's Principle; Fermat's Principle;
Wave Equations; Superposition of Waves; Interference of
Light; Optical interferometry; Production of Polarized
Light; Fraunhofer Diffraction; Diffraction Grating | Second Year | | |
Electrostatics: Electrostatic field, Electrostatic potential,
Work and energy in electrostatics, Conductors.
Calculation of Electrostatic Potentials: Laplace's
Equation, The Method of Images, Separation of
Variables, Multipole Expansion. Electrostatic Fields in
Matter; Magnetostatics, Magnetostatic Fields in Matter | Third Year | | | Newtonian Mechanics, Oscillations, Gravitation,
Lagrangian Dynamics, Central Force Motio | Third Year | | |
Introduction to Wave Mechanics: Wave Functions,
Schrödinger Equation, Wave Palates, Probability
Amplitudes, Stationary States, Heisenberg Uncertainty
Relation, One-dimensional System; Potential Well and
Potential Barrier Problems. Matrix Mechanics: Linear
Vector Spaces, Operators , Measurements and
Probability Amplitudes, Position and Momentum Space
Wave Functions. Schrödinger Equation in Three
Dimensions: Central Potentials, Orbital, Angular
Momentum and Spin, Hydrogen-Like Atoms | Third Year | | | Spin and Orbital Angular Momentum States, Identical Particles, Time-Independent and Time-Dependent Approximation Methods in Quantum Mechanics and Applications | Fourth Year | | | A Graduate Course on Classical Mechanics covering topics such as: Lagrangian Dynamics, Rigid Body Motion, Small Oscillations | M.Sc. Level | | | Nuclear properties; Nuclear forces; Nuclear matter; Nuclear models; Nuclear radiation: Alpha; Beta, and Gamma decays; Special topics in intermediate energy; and Nuclear structure. | M.Sc. Level | | | A Graduate course in Quantum Mechanics covering topics such as: Scattering Theory, Vector Space and Matrix Mechanics, Approximation Methods, Relativistic Equation | M.S.c Level | | | The basic features of nuclear reactions; nuclear particles and their interactions; forces and nuclear efforts; scattering and interaction models; nuclear models | PhD Level | | | Mathematical relationships, dynamics, quantitative theory of angular momentum, the central question of power, methods of approximation, applications. | M.S.c Level | | | Laboratory experiments in mechanics, fluids | Fourth Year | | | Movement in a straight line, motion in two dimensions, Newton's laws of motion, statics, work and energy and ability, linear momentum, temperature and the behavior of gases, thermodynamics, thermal properties of materials, fluid mechanics is viscous, forces and fields, and efforts electrical currents constant, magnetic, stimulating currents and fields, nuclear physics | First Year |
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