Hiroshima University Syllabus

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Academic Year School/Graduate School Lecture Code 2023Year School of Integrated Arts and Sciences Department of Integrated Arts and Sciences ANP09001 Specialized Education 量子力学Ｉ リョウシリキガクI Quantum Mechanics I HATAKENAKA NORIYUKI ハタケナカ　ノリユキ Higashi-Hiroshima 2nd-Year,  Second Semester,  Second Semester (2nd) Tues7-8：IAS K111 Lecture Lecture-oriented class 2.0 O : Others 2 : Undergraduate Low-Intermediate 25 : Science and Technology 06 : Physics 2 Schrodinger equation, Uncertainty principle, Energy quantization, Particle-wave dual nature Integrated Arts and Sciences（Knowledge and Understanding）・Knowledge and understanding of the importance and characteristics of each discipline and basic theoretical framework.（Abilities and Skills）・The ability and skills to specify necessary theories and methods for consideration of issues. Quantum mechanics is essential to the understanding of the physical science. This course provides essential key concepts on quantum mechanics and applies them to foundamental phenomena such as an electron in a Hydrogen atom. lesson1 Introductionlesson2 Analytical mechanics (1) Collapse of classical mechanicslesson3 Analytical mechanics (2) From force to energylesson4 Analytical mechanics (3) Lagrangian formulalesson5 Analytical mechanics (4) Hamilton formulalesson6 Analytical mechanics (5) Symmetry and conservationlesson7 Relationship between analytical mechanics and quantum mechanicslesson8 Eigenvalueslesson9 Observables and Operators (1)lesson10 Observables and Operators (2)lesson11 Expection valueslesson12 Commutation relationslesson13 Uncertainty principle (1)lesson14 Uncertainty principle (2)lesson15 Summary Textbook and reference books are indicated in the class PowerPoint (in several classes) lesson 1: Review of old quantum theorylesson 2-6: To organize basic concepts of analytical mechanics.lesson 7: To summarize the differences between the analytical mechanics and the quantum mechanics.lesson 8: Let's review what is the eigenvalue.lesson 9: Review observables in quantum mechanics after the class. lesson 10: Consider the relationship between observables and operators. lesson 11: Check the formalism of expectation values in statistics before the class. lesson 12-14: Examine the basic concept behind the unertainty principle. lesson 15: Draw a map of quantum world in your own way based on the lecture. (1) Class participation and assignments 30% (2) Final exam 70% 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.
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