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Course Detail

Degree
Master
Standard Academic Year
1, 2
Course delivery methods
face-to-face
Subject
Physical sciences, Engineering & technology
Program
School
Master's Program in Engineering Sciences
Department
Master's Program in Applied Physics
Campus
Tsukuba Campus
Classroom
3B305
Course Offering Year
2023-2024
Course Offering Month
October - December
Weekday and Period
Wed5
Capacity
Credits
1.0
Language
English
Course Number
01BF239

Quantum theory for applied physics University of Tsukuba

Course Overview

We will study quantum mechanical methods used to theoretically understand physical phenomena. Specifically, we will learn about the second quantization method, Fermi fluid theory, and the linear response calculation method using Green's functions. Specific issues of quantum transport, magnetism, and superconductivity will also be described.

Learning Achievement

Students acquire skills to apply quantum theory to many body phenomena in condensed matter physics.

Competence

Related to “advanced base knowledge that should be shared by research field you major in“ and “specialized subject required for engineering application”.

Course prerequisites

The undergraduate Quantum Mechanics course is necessary to understand this much advanced course.

Grading Philosophy

There will be homework and a final exam. The final grade for the course will be based on the Final exam (50%) and homework (50%). Late problem sets will not be accepted. For conflicts that are known in advance, such as holidays or travel, arrangements should be made to turn in problem sets before the deadline. Unforeseeable circumstances such as illness or emergencies will be considered and will not affect the final grade.

Course schedule

This course teaches techniques to calculate quantum phenomena in condensed matter theory. The contents of this course include second quantization, Fermi liquid theory, and linear response theory by Green function method. If time permits, the lecture will address specific problems in condensed matter physics.

Course type

Lectures

Online Course Requirement

Instructor

Sharmin Sonia

Other information

Site for Inquiry


Link to the syllabus provided by the university