3. 강의목표
To give you sufficient background and familiarity with the basic concepts of quantum mechanics as it is applied in Chemistry. Main focuses on chemical bonding and structure and basic understanding of spectroscopic features of atoms and molecules.
4. 강의선수/수강필수사항
No formal prerequisite. Introductory knowledge on classical and quantum mechanics, calculus, linear algebra, differential equation, and most of all, your heart on quantum mechanics
5. 성적평가
| 중간고사 |
기말고사 |
출석 |
과제 |
프로젝트 |
발표/토론 |
실험/실습 |
퀴즈 |
기타 |
계 |
| 30 |
30 |
|
|
|
20 |
|
20 |
|
100 |
| 비고 |
Grading Policy
Midterm Exam (30%): Held during Exam Week (Week 8). Covers Ch 1 – Ch 5.
Final Exam (30%): Held during Exam Week (Week 16). Covers Ch 6 – Ch 9 and Ch 12 – Ch 13.
Bi-weekly Quizzes (20%): Held on Mondays/Wednesdays (09:30–09:55 AM, 25 mins) every two weeks (6 quizzes total). Based on modified textbook homework problems.
Blackboard Presentation (20%): Conducted during the second half of Wednesday classes starting in Week 9 (10 mins per student). Evaluated on mathematical derivation, physical intuition, and board work.
Weekly Homework (0%): ~5 textbook problems assigned per week. Non-graded, but essential for quiz preparation and self-study.
Attendance Policy: Attendance is mandatory. Five (5) or more unexcused absences will result in an automatic Fail (F) grade, regardless of performance on exams and quizzes.
|
6. 강의교재
| 도서명 |
저자명 |
출판사 |
출판년도 |
ISBN |
|
“Physical Chemistry: A Molecular Approach,” University Science Books, Sausalito (1997).
|
D. A. McQuarrie and J. D. Simon,
|
University Science Books
|
1997
|
0-935702-99-7
|
7. 참고문헌 및 자료
N. Zettili, "Quantum Mechanics: Concepts and Applications", 2nd ed., (Wiley, 2009).
T. Engel, "Quantum Chemistry & Spectroscopy", 2nd ed., (Prentice Hall, 2006).
P. W. Atkins, "Physical Chemistry", 7th ed., (Oxford University Press, 2006).
R. L. Liboff, "Introductory Quantum Mechanics", 4th ed., (Addison and Wesley, 2002).
송희성, "양자역학", 2판 (교학연구사, 2009).
8. 강의진도계획
Part I: Quantum Mechanics Foundations & Atomic Systems
Week 1 (Sep 07, Sep 09)
Mon: Course Orientation, Python Setup (NumPy/Matplotlib demo), & Introduction to Ch 1
Wed: [Ch 1] The Dawn of Quantum Theory (Blackbody Radiation, Photoelectric Effect, Rydberg Formula, De Broglie Waves, Bohr Model)
Week 2 (Sep 14, Sep 16)
Mon: [Ch 2] Classical Wave Equation (1D Wave Equation, PDE Separation of Variables, Boundary Conditions, Normal Modes)
Wed: [Ch 3] Introduction to the Time-Independent Schrödinger Equation & 1D Particle in a Box
Week 3 (Sep 21, Sep 23)
Mon: [Quiz 1 - 25 min] / [Ch 3] Particle in a Box (3D, Degeneracy) & Wavefunction Normalization
Wed: [Ch 4] Postulates of Quantum Mechanics & Quantum Mechanical Operators
Week 4 (Sep 28, Sep 30)
Mon: [Ch 4] Commutators & Derivation of the Uncertainty Principle
Wed: [Ch 5] Harmonic Oscillator & Hermite Polynomials (Python visualization demo)
Week 5 (Oct 05, Oct 07)
Mon: National Holiday (No Class)
Wed: [Quiz 2 - 25 min] / [Ch 5] Rigid Rotor & Spherical Harmonics
Week 6 (Oct 12, Oct 14)
Mon: [Ch 6] Hydrogen Atom: Radial Solutions
Wed: [Ch 6] Hydrogen Atom: Angular Solutions & Orbital Shapes
Week 7 (Oct 19, Oct 21)
Mon: [Quiz 3 - 25 min] / [Ch 7] Approximation Methods: Variational Method
Wed: [Ch 7] Perturbation Theory Basics / Midterm Review
Week 8 (Oct 26 – Oct 30): Midterm Examination Week
Part II: Molecular Structure, Group Theory, and Spectroscopy
(Note: Wednesday classes from Week 9 onwards allocate the final 20 minutes to 2–3 student Blackboard Talks.)
Week 9 (Nov 02, Nov 04)
Mon: [Ch 8] Multielectron Atoms, Spin, & Pauli Exclusion Principle
Wed: [Ch 8] Slater Determinants & Hund's Rules [Student Talks 1, 2]
Week 10 (Nov 09, Nov 11)
Mon: [Quiz 4 - 25 min] / [Ch 9] Chemical Bonding in Diatomics & Born-Oppenheimer Approximation
Wed: [Ch 9] LCAO-MO Theory & H
2
+
Molecular Ion [Student Talks 3, 4]
Week 11 (Nov 16, Nov 18)
Mon: [Ch 9] Homonuclear & Heteronuclear Diatomic MO Diagrams
Wed: [Ch 12] Symmetry Operations & Point Groups [Student Talks 5, 6]
Week 12 (Nov 23, Nov 25)
Mon: [Quiz 5 - 25 min] / [Ch 12] Representation Theory & Character Tables
Wed: [Ch 12] Applications of Group Theory to Molecular Vibrations [Student Talks 7, 8]
Week 13 (Nov 30, Dec 02)
Mon: [Ch 13] Introduction to Spectroscopy & Transition Dipole Moment
Wed: [Ch 13] Rotational (Microwave) Spectroscopy & Selection Rules [Student Talks 9, 10]
Week 14 (Dec 07, Dec 09)
Mon: [Quiz 6 - 25 min] / [Ch 13] Vibrational-Rotational Spectroscopy (P, Q, R Branches)
Wed: [Ch 13] Raman Spectroscopy & Polarizability [Student Talks 11, 12]
Week 15 (Dec 14, Dec 16)
Mon: [Ch 13] Electronic Spectroscopy & Franck-Condon Principle
Wed: Course Wrap-up & Final Q&A [Student Talks 13, 14]
Week 16 (Dec 21 – Dec 24): Final Examination Week
9. 수업운영
Course Overview & Teaching Methodology
This course is built on traditional theoretical rigor, active problem-solving, and modern computational visualization:
Blackboard Talk & Python Demos: Lectures are delivered on the blackboard to build a deep, step-by-step understanding of mathematical derivations and physical intuition. Wednesday classes complement these lectures with interactive Python demonstrations to visualize quantum mechanical phenomena.
Homework & Bi-Weekly Quizzes: Ungraded weekly homework problems from McQuarrie’s textbook serve as your primary study guide. Understanding these problems is key, as bi-weekly 25-minute quizzes are directly adapted from homework assignments.
Student-Led Presentations: Starting after the midterm, students take the chalk during the second half of Wednesday classes to lead concise, 10-minute blackboard presentations on specific derivations and physical mechanisms.
10. 학습법 소개 및 기타사항
The syllabus for this lecture including detailed lecture plan and specifics on evaluation will be given in the first class meeting. Please contact the instructor in advance by email if you have any concerns before selecting this course.
11. 장애학생에 대한 학습지원 사항
- 수강 관련: 문자 통역(청각), 교과목 보조(발달), 노트필기(전 유형) 등
- 시험 관련: 시험시간 연장(필요시 전 유형), 시험지 확대 복사(시각) 등
- 기타 추가 요청사항 발생 시 장애학생지원센터(279-2434)로 요청