学部・大学院区分
Undergraduate / Graduate		理学部
時間割コード
Registration Code		0680550
科目区分
Course Category		専門科目
Specialized Courses
科目名　【日本語】
Course Title		物理学演習３ｂ
科目名　【英語】
Course Title		Physics Tutorial IIIb
コースナンバリングコード
Course Numbering Code
担当教員　【日本語】
Instructor		山影　相 ○ 洗平　昌晃
担当教員　【英語】
Instructor		YAMAKAGE Ai ○ ARAIDAI Masaaki
単位数
Credits		1
開講期・開講時間帯
Term / Day / Period		秋 木曜日 ３時限
秋 木曜日 ４時限
Fall Thu 3
Fall Thu 4
授業形態
Course style		演習
Lecture
学科・専攻
Department / Program
G30 Physics
必修・選択
Compulsory / Selected
See "Course List and Graduation Requirements" for your program for your enrollment year.


授業の目的　【日本語】
Goals of the Course(JPN)
授業の目的　【英語】
Goals of the Course
To master various concepts introduced in Quantum Mechanics II lecture course by solving a number of problems relating to the lecture course content.
Participants can acquire the ability to solve the questions in the graduate school entrance examination.
到達目標　【日本語】
Objectives of the Course(JPN))
到達目標　【英語】
Objectives of the Course
Students will be able to clearly explain the fundamentals of quantum mechanics, a harmonic oscillator, and fermions and bosons.
授業の内容や構成
Course Content / Plan
This is a companion course for the Quantum Mechanics II lecture course.
Participants are expected to solve problems relating to the lecture course content in the following order:

(1) Symmetry properties of Newton's 2nd law, Meaning and examples of "Fictitious force," and Introduction to Poisson Brackets.
(2) Hamiltonian mechanics, Symmetry and conservation law, Canonical transformations, and the Revision of basic linear algebra.
(3) Mathematical tools of quantum mechanics
(4) Applications of the postulates of quantum mechanics to simple problems
(5) Simple harmonic oscillator. Issues with quantization.
(6) The space-time propagator revisited, The Uncertainty principle, and The density operator
(7) Identical particles, Tensor product spaces, and Entanglement

Participants are also expected to present their solutions on the whiteboard during the tutorial. Students will also submit tutorial assignments, which are set by the Quantum Mechanics II lecturer.
履修条件
Course Prerequisites
Calculus I; Calculus II; or Consent of Instructor
関連する科目
Related Courses
Quantum Mechanics II
成績評価の方法と基準
Course Evaluation Method and Criteria
Evaluated by total score: weekly assignments, attendance, class participation, and weekly oral presentation of solutions. (Weighting to be advised.)
A score of more than 60/100 is qualified.
不可(F)と欠席(W)の基準
Criteria for "Fail (F)" & "Absent (W)" grades
If the score is less than 60, the grade will be F.
参考書
Reference Book
E. Merzbacher, Quantum Mechanics, John Wiley & Sons, 1997
教科書・テキスト
Textbook
(1) R. Shankar, Principles of Quantum Mechanics, Springer, 1994.
(2) L. Susskind and A. Friedman, Quantum Mechanics: The Theoretical Minimum, Basic Books, 2015.
課外学習等（授業時間外学習の指示）
Study Load(Self-directed Learning Outside Course Hours)
Students should solve the questions and prepare the presentation before the tutorial. After the tutorial, they will submit the tutorial assignments.
注意事項
Notice for Students
他学科聴講の可否
Propriety of Other department student's attendance
他学科聴講の条件
Conditions for Other department student's attendance
レベル
Level
キーワード
Keyword
履修の際のアドバイス
Advice
授業開講形態等
Lecture format, etc.
Onsite, online, or their hybrid
遠隔授業（オンデマンド型）で行う場合の追加措置
Additional measures for remote class (on-demand class)