Course title
量子力学概論   [Introduction to Quantum Dynamics]
Course category technology speciality courses,ets.  Requirement   Credit 2 
Department   Year 24  Semester 1st 
Course type 1st  Course code 022401
Instructor(s)
稲澤 晋   [INASAWA Susumu]
Facility affiliation Graduate School of Bio-Applications and Systems Engineering Office   Email address

Course description
Electrons play a key role in chemical reactions. They are also relavent to properties of solid materials. Therefore understanding on how electrons behave in molecules or solid materials is quite important. In this lecture, we understand basics of quantum chemistry.
Expected Learning
The followings should be understood.
1. Why do we need quantum chemistry?
2. wave nature of electrons
3. Schrodinger equation
4. Chemical bondings and electrons

Corresponding criteria in the Diploma Policy:
See the Curriculum maps.
Course schedule
(The schedule would be changed depending on situation.)
1. Condtradiction in classical mechanics (some examples).
2. Schrodinger equation and wavefunction
3. Restriction on wavefunctions. Operater and eigenfunction
4. Superposition of wavefunctions
5. Heisenberg uncertainty principle
6. Wavefunction for particle in a box (1-dimensional)
7. Tunnelling
8. Particle in a box (2-dimensional)
9. Rotation and quantification of orbital angular momentum
10. Quantum numbers and orbitals of an electron
11. Multielectron aton and Pauli principle
12. Molecular orbital theory
13. variation principle
14. Huckel approximation1
15. Huckel approximation2
Prerequisites
Students need to understand fundamentals of differencial equations, mechanics and electromagnetics。
Required Text(s) and Materials
Physical Chemistry (eigth edition) by Peter Atkins
References
-
Assessment/Grading
Students are evaluated by the two exams and short test in each class. Total score is 100 and students who obtain more than 60 are certified.
S: >90, A: 90-80, B: 80-70, C: 70-60.
Message from instructor(s)
Short test in each class.
Course keywords
Quantum chemistry, wavefunction, quantification, uncertainty principle
Office hours
Mon. 12:00-12:30
Remarks 1
Remarks 2
Related URL
Lecture Language
Language Subject
Last update
2/27/2019 6:06:36 PM