News & Notice
2021/Spring Analytical Mechanics (해석역학) 개설
- 등록일
- 2021-01-17
- 작성자
- Micro Laser Laboratory
- 조회수
- 192
2021 봄학기, 해석역학 과목이 개설 되었습니다.
심화필수, 물리전공 이론 과목 입니다.
자세한 내용은 아래와 같습니다.
2021/Spring Analytical Mechanics
School of Undergraduate Studies, Bachelor Course.
Instructor: Prof. Chil-Min Kim
Credit: 3.0
Theory: 3.0
Course Number: PHY202
Classification: Advanced compulsory course
Course Category: Advanced
Course Field: Major
Course Areas: Track
-Course Description
With prerequisite of , SE103, this course is for deep understanding of various subjects in classical mechanics and for applying analytical methods to solve related problems. Differential equations, multivariable functions, linear algebra and others would be introduced and utilized in the course. The subjects related to analytical methods are not prerequite but recommended before or during this course. Motion of particles, oscillations, motions in non-inertial systems, motions with gravitational force or central forces, and motions of rigid body would be deeply covered with the help of Newtonian mechanics. Lagrangian and Hamiltonian mechanics would be also introduced to help to understand the modern physics including quantum mechanics.
-Course Objectives
Understand Newtonian mechanics and able to apply the concepts to solve problems with analytical methods. Understand the formalism of Lagrangian and Hamiltonian mechanics.
-Textbook & Reference
| Classification | Title of textbook | Author | Publisher | Publication year | Price |
| 주교재 | 주교재 Analytical mechanics | Fowles and
Cassiday |
Brooks/Cole | 2011 |
-Class Schedule
1주차 : Orientation, Vector calculus
2주차 : Newtonian Mechanics : Rectilinear motion
3주차 : Oscillations
4주차 : Motion of a particle in three dimensions
5주차 : Non-inertial reference systems
6주차 : Gravitation
7주차 : Central forces
8주차 : Mid-term exam
9주차 : Dynamics of systems of particles
10주차 : Mechanics of rigid bodies : Planar mot
11주차 : Motion of rigid bodies in three dimensions
12주차 : Generalized coordinates and Lagrangian Mechanics
13주차 : Hamiltonian and Hamiltonian equations
14주차 : Dynamics of Oscillating systems
15주차 : Final Exam
16주차 :