Graduate Courses

  • Spring Semester
  • Fall Semester
Program TitleCode
Classical Mechanics I (고전역학 I)

This course covers various aspects of the Newtonian mechanics using high level mathematical techniques. The subjects include kinematics, angular motion, gravity, oscillations and motions of rigid bodies. Formalism using Lagrangians and Hamiltonians are introduced via calculus of variation, and its connection to quantum mechanics and relativity is discussed.

Electrodynamics I (전기역학 I)

In this course we provide the student with the basic knowledge of electrodynamics, which are necessary to understand the advanced electrodynamics. The electrostatics, magnetostatics, boundary value problems, Maxwell equations, and wave propagations are covered.

Quantum Mechanics I (양자역학 I)

This course is intended to improve our understanding of the basic principles and theoretical schemes of quantum mechanics by revisiting the topics covered in undergraduate quantum mechanics with more systematic and advanced mathematical formalism. The basic assumptions, Dirac notation, Hilbert space, Schrodinger equation, harmonic oscillator, angular momentum, spin and identical particles will be discussed.

Condensedd Matter Physics I (응집물질물리 I)

This course introduces the most important concepts of modern condensed matter physics at the Department of Physics Graduate beginning graduate level. It aims to provide a range of solid-state phenomena that can be understood within an independent particle description. Topics include crystal structure, lattice dynamics, reciprocal space, phonons, solid-state thermodynamics, free and nearly free electron models, kinetic theory and transport, energy band theory, semiconductors physics and devices.

Plasma Physics (플라즈마 물리)

In this intermediate level course of plasma physics, basic frameworks are discoursed for understanding of waves in plasmas, diffusion, collisions and energy absorption, MHD model, nonlinear theories of plasma sheath and shock waves etc. The prerequisite is the undergraduate plasma and beam physics or similar topics.

Electrodynamics II (전기역학 II)

Students study the radiation by charged particles and its interaction with materials. The Lienard-Wiechert Potential, Synchrotron radiation, Reflection, Transmission, Absorption of the electromagnetic wave to materials are covered.

Quantum Mechanics II (양자역학 II)

This course deals with perturbation theory, variational method, scattering theory, quantum statistical mechanics, etc. which are essential to explain many physical phenomena occurring actually in nature.

Statistical Mechanics (통계역학)

This course provides the fundamental principles of many-body systems in terms of their physical properties such as heat, free energy, entropy, etc. The power of statistical mechanics lies on its ability to predict statistical behavior of many molecules and the corresponding macroscopic material property changes, including phase transition between gas, liquid, and solid.

Condensed Matter Physics II (응집물질물리 II)

This course deals with collective effects in solids arising from interactions between constituents. Topics include electron-electron and electron-phonon interactions, screening, band structure effects, Landau Fermi liquid theory. magnetism in metals and insulators, superconductivity; occurrence, phenomenology, and microscopic theory.

Introductory Astrophysics (천체물리개론)

This course aims to teach the introductory phenomenological astrophysics, including galaxies, supernova, black hole, super-dense astrophysical objects, gamma ray burst, gravitational wave detection, and related subjects.

Accelerator Physics (가속기물리)

This course provides a comprehensive introduction to the physics of modern linear and circular accelerators, such as used for high-energy particle colliders, spallation neutron sources, rare isotope productions, and X-ray free electron lasers. Transverse and longitudinal beam dynamics, space-charge and wakefield effects, beam instabilities and non-linear phenomena are reviewed within the context of classical physics. Modern accelerator technologies, beam instrumentation and diagnostics, and advanced accelerator concepts are also introduced. The recommended prerequisite courses are the undergraduate-level electromagnetism and classical mechanics.

Special Topics in Computational Physics (전산물리특론)

The main purpose of this course is to teach various special topics in computational physics and discuss up to date theoretical and experimental results with students.

Special Topics in Soft Matter Physics (연성물질물리특론)

Soft matter is a class of materials which include polymers, colloids, surfactants, granular particles, and liquid crystals. The properties of soft matter are complex, but they can be understood in terms of physics. In this course, students will learn advanced topics in soft matter physics. Additionally, selected topic for the term project will be given to each student depending on his/her interests.

Quantum Field Theory I (양자장론 I)

This course covers the basics of relativistic quantum field theory. Starting from the Lagrangian formulation of classical fields and the standard method of field quantization, the free quantum fields, method of perturbative approach and Feynman rules are developed. Symmetries and conservations laws are duscussed and the interaction of scalar field and QED are formulated. Higher order diagram, self energy and renormalization are briefly covered.

Advanced Plasma Physics (고급 플라즈마 물리)

This course covers advanced topics in plasma physics. Charged particle interactions and plasma instabilities will be discussed. The nuclear fusion science will be covered in the course. The fusion related instabilities, basic and advanced plasma diagnostics, and confinement theory will be discussed. The prerequisite courses are the undergraduate level electromagnetism, and plasma physics.

Laser-Plasma Physics (레이저-플라즈마 물리)

This course is composed of two parts. Before the midterm, diverse subjects of laser-plasma interactions including the scattering, energy absorption by Bremsstrahlung, particle acceleration, nuclear fusion, terahertz generation, wakefield, and other nonlinear interactions are briefly introduced. After the midterm, specialized lectures are given on the laser-plasma-based particle acceleration and its numerical simulation.