Go to login Go to sub menu Go to text

Course summary

  • Type MOOC course
  • Period 2019.07.01 ~ 2019.12.31 26 weeks 2 days
  • Learning Time Study freely
  • Course approval method Instructor's approval
  • Certificate Issue Online

Course period expired and you cannot take it anymore.

Copy URL BAND Facebook Twitter
http://www.edwith.org/quantum-mechanics-test-2019-02
Thumb up 9 Learner 107
난이도
심화

(2019년_2학기) 역사와 함께 배우는 양자역학

DGIST 조희승 교수 DGIST

Instructor Introduction

  • DGIST 조희승 교수

    안녕하세요? DGIST 융복합대학 기초학부 조희승 교수입니다. DGIST에 학생들과 함께 연구하며 가르치고 배운지 5년째가 되었습니다. DGIST의 독특한 융복합 분위기 속에서 학문을 가르치고 배우는 과정에 대해 많은 생각을 할 수 있었습니다. 물리학의 주제들을 역사적 맥락을 함께 가르칠 때, 학생들이 가장 쉽게 배울 수 있다는 생각을 하게 되었습니다. 이 강의가 그런 생각의 결실입니다. 수강생들에게 많은 도움이 되길 바랍니다.

Lecture plan

강의목록
  1. 1주차) Lagrangian and Hamiltonian
    1. 1-1 Lagrangian
    1. 1-2 Calculus of Variations
    1. 1-3 Hamilton's Principle
    1. 1-4 Hamiltonian
    1. 1-5 Conservation Laws
    1. Homework #1
  2. 2주차) Hamilton-Jacobi Equation
    1. 2-1 Point Transformation
    1. 2-2 Canonical Transformation
    1. 2-3 Hamilton-Jacobi Equation
    1. 2-4 Maupertuis’ Principle
    1. 2-5 Central-Force Problem
  3. 3주차) Electromagnetic Radiation
    1. 3-1 Electromagnetic Waves
    1. 3-2 Scalar and Vector Potentials
    1. 3-3 Oscillating Electric Dipole - Magnetic Field
    1. 3-4 Oscillating Electric Dipole - Electric Field
    1. 3-5 Electromagnetic Radiation
  4. 4주차) Heat and Black Body
    1. 4-1 Black Body
    1. 4-2 Solid Angle
    1. 4-3 Theory of Heat Radiation
    1. 4-4 Poof of Kirchhoff’s Law
    1. 4-5 Electromagnetic Waves in Cavity
  5. 5주차) Black Body Radiation
    1. 5-1 Stefan-Boltzmann Law
    1. 5-2 Wien’s Displacement Law
    1. 5-3 Wien’s Law
    1. 5-4 Planck's Oscillator
    1. 5-5 Planck’s Fundamental Equation
  6. 6주차) From Black Body to Photon
    1. 6-1Planck’s Approach to Wien’s Law
    1. 6-2 Planck’s Law
    1. 6-3 Planck’s Theory of Black Body Radiation
    1. 6-4 Einstein’s Photon - Preliminaries
    1. 6-5 Einstein’s Photon
  7. 7주차) The Bohr Model
    1. 7-1 Planetary Motion for Hydrogen Atom
    1. 7-2 Bohr Model 1913
    1. 7-3 Action-Angle Variables
    1. 7-4 Quantization Condition
    1. 7-5 Einstein Coefficients
  8. 8주차) The Bohr-Sommerfeld Theory
    1. 8-1 Sommerfeld’s Quantization
    1. 8-2 Relativistic Kinematics
    1. 8-3 Relativistic Effects on Hydrogen Atoms
    1. 8-4 Zeeman Effects
  9. 9주차) From Dispersion Theory to Matrix Mechanics
    1. 9-1 The Principle of Correspondence
    1. 9-2 Quantum Theory for Dispersion
    1. 9-3 Kramers’ Dispersion Law
    1. 9-4 Heisenberg’s Quantization
  10. 10주차) Matrix Mechanics
    1. 10-1 Matrix Formulation
    1. 10-2 Commutation Relation
    1. 10-3 Einstein’s Energy Fluctuations
    1. 10-4 Vibrating String in 1 Dimension
    1. 10-5 Matrix Mechanics with Cavity
  11. 11주차) Wave Mechanics
    1. 11-1 Quantum Poisson Bracket
    1. 11-2 Phase Waves
    1. 11-3 Wave Mechanics
    1. 11-4 Undulatory Mechanics
    1. 11-5 Quantum Mechanics for Scattering Problem
  12. 12주차) Introduction to Theory of Relativity
    1. 12-1 Lorentz Transformation
    1. 12-2 Metric and Lorentz Transformation
    1. 12-3 Equivalence Principle
    1. 12-4 Covariant Derivative & Curvature
    1. 12-5 Einstein’s Equation
  13. 13주차) The Beginning of Quantum Field Theory
    1. 13-1 Why Quantum Field Theory?
    1. 13-2 Second Quantization
    1. 13-3 Canonical Quantization
    1. 13-4 Basic Scalar Field Theory
  14. 14주차) Quantum Theory for Cosmic Inflation
    1. 14-1 Why Inflation?
    1. 14-2 Simple Model for Universe
    1. 14-3 Classical Field Theory for Inflation
    1. 14-4 Quantum Field Theory in Expanding Universe