Hiroshima University Syllabus |

Japanese

Academic Year 2024Year School/Graduate School School of Science Lecture Code HX335100 Subject Classification Specialized Education Subject Name 物理学特別講義 (素粒子ハドロン物理学） Subject Name

（Katakana）ブツリガクトクベツコウギ（ソリュウシハドロンブツリガク） Subject Name in

EnglishSpecial Lectures in Physics(Theoretical Particle and Hadron Physics) Instructor YAMAMOTO KEI,NONAKA CHIHO Instructor

(Katakana)ヤマモト ケイ,ノナカ チホ Campus Higashi-Hiroshima Semester/Term 4th-Year, First Semester, First Semester Days, Periods, and Classrooms (1st) Mon9-10：SCI E208 Lesson Style Lecture Lesson Style

(More Details)Lecture with blackboard Credits 2.0 Class Hours/Week Language of Instruction B : Japanese／English Course Level 4 : Undergraduate Advanced Course Area（Area） 25 : Science and Technology Course Area（Discipline） 06 : Physics Eligible Students The students who already have attended classes such as quantum mechnics (I) ,(II) ,mechanics (I) and (II). Keywords elemental particle physics, hadron physics

Special Subject for Teacher Education Special Subject Class Status

within Educational

Program

(Applicable only to targeted subjects for undergraduate students)To understand the basics of elementary particle physics and hadron physics. Criterion referenced

Evaluation

(Applicable only to targeted subjects for undergraduate students)Class Objectives

/Class OutlineWe focus on the subjects which are often used in elementary particle physics and hadron physics. Class Schedule Lesson 1: Quarks : Internal symmetries

Lesson 2: Quarks: Representation of SU(3)

Lesson 3 : Quarks: The quark model

Lesson 4: Quarks: Color

Lesson 5: Maxwell Field: Global and local gauge invariance

Lesson 6 : U(1) gauge theory: Goldstone mode, Higgs mode

Lessons 7: Yangs-Mills fields: Lie Groups, Properties of Yangs-Mills fields

Lesson 8 : Non-Abelian gauge: Canonical formalism

Lesson 9: Non-Abelian gauge theories: Spontaneous symmetry breaking

Lesson 10: Weinberg-Salam model : The matter fields, The gauge fields, The general theory(Mass terms)

Lesson 11: Weinberg-Salam model: The general theory(Mass terms), Cabibbo angle, Kobayashi-Maskawa matrix)

Lesson 12: Path integrals : Non-relativistic quantum mechanics

Lesson 13: Path integrals : External sources

Lesson 14: Path integrals: Feynman propagator

Lesson 15: Path integrals : Feynman graphs

reports (a few times).Text/Reference

Books,etc.Quarks, leptons and Gauge fields, Person Huang, World Scientific

PC or AV used in

Class,etc.(More Details) Blackboard Learning techniques to be incorporated Suggestions on

Preparation and

ReviewStudy and review what you have learned after every lecture. Requirements Grading Method reports (about 90 %) attendance (about 10%). Practical Experience Summary of Practical Experience and Class Contents based on it Message Other Please fill in the class improvement questionnaire which is carried out on all classes.

Instructors will reflect on your feedback and utilize the information for improving their teaching.