Course title
量子力学特論   [Selected Topics in Quantum Mechanics]
Course category	technology speciality courses,ets.	Requirement		Credit	2
Department		Year	4～4	Semester	1st
Course type	1st	Course code	024602
Instructor(s)
生嶋 健司   [IKUSHIMA Kenji]
Facility affiliation	Faculty of Engineering	Office	afjgxte/L1151	Email address

Course description

Quantum Physics successfully describes microscopic world in nature. However, it requires unique and fun (and sometimes strange) concepts. In this lecture, the basic concept and mathematical background of Quantum Physics are introduced and the approximation method is explained. This lecture is a subject required in the category of specialized subject III.

Expected Learning

To understand basic concept and mathematical scheme in Quantum Physics To be able to calculate basic models of quantum systems approximately. See the Curriculum maps.

Course schedule

1. Introduction 2-4. Framework of Quantum Physics 4-6. Time evolution and Schrodinger equation 7. Wavefunction 8. Potential and gauge transformation 9-12. Approximation method (Perturbation theory: time-independent) 13,14. Approximation method (Perturbation theory: time-dependent) 15 summary

Prerequisites

In addition to 30 hours that students spend in the class, students are recommended to prepare for and revise the lectures, spending the standard amount of time as specified by the University and using the lecture handouts as well as the references specified below.

Required Text(s) and Materials

Modern Quantum Mechanics J. J. Sakurai

References

Assessment/Grading

Small tests and reports in lecture (40%) and a term-end report (60%) when the exam becomes possible. Online-tests and reports are evaluated if on-line lectures only.

Message from instructor(s)

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Office hours

Questions through Classroom or email are possible.

Remarks 1

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Last update

3/1/2021 5:50:51 PM