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Title Details:
Εισαγωγή στην Κβαντική θεωρία
Authors: Perivolaropoulos, Leandros
Reviewer: Kosmas, Theocharis
Subject: NATURAL SCIENCES AND AGRICULTURAL SCIENCES > PHYSICS > GENERAL PHYSICS > QUANTUM MECHANICS, FIELD THEORIES, AND SPECIAL RELATIVITY
Keywords:
Quantum States
Quantum Operators
Wavefunction
Free Particle - Probability Current
Harmonic Oscillator
Transformations Of States And Operators
One Dimensional Square Potentials
Quantum Orbital Angular Momentum
Central Potentials, Hydrogen Atom
Spin
Addition Of Angular Momenta
Time Independent Perturbation Theory
Applications Of Perturbation Theory In Hydrogen Atom
Fine Structure
Time Dependent Perturbation Theory
Description:
Abstract:
This book is based on lectures on quantum theory given by the author to third-year students in the Physics Department of the University of Ioannina during the years 2012-2014. It is intended for students who have a basic knowledge of differential equations, wave mechanics, and classical mechanics. There is already a fairly extensive bibliography of quantum mechanics textbooks in Greek and internationally. The innovation of this effort focuses on the following: The written text is accompanied by video lectures posted on the Internet, and the relevant links are provided at the end of each chapter. These video lectures have been recorded by the author constitute the regular lectures given as part of the compulsory semester courses Quantum Theory I and Quantum Theory II and are aimed at third-year students of the Department of Physics at the University of Ioannina. These lectures present a more detailed analysis of the topics, which in practice has proven to be quite useful for students who attended the courses. During the video lectures, simple exercises are proposed to students, many of which are also included in the written text. The written text is accompanied by the lecture slides in pdf format, which in themselves constitute a concise presentation of the contents, useful for a first reading, but also for a review of the material. Each chapter is accompanied by solved exercises, unsolved exercises, and (for most chapters) multiple-choice exercises, accompanied by an explanation of the correct answer. This provides students with a wide variety of applications of the material taught. The theoretical topics are analyzed as simply and concisely as possible, with an emphasis on the essentials and avoiding lengthy discussions, which, although enlightening, can sometimes be tedious and distract from the main point. The topics covered are comprehensive enough to cover the material of a one-year undergraduate course in quantum mechanics or two six-month courses. Dirac notation is introduced early on and used throughout much of the book so that students can understand the representation of the position as a special case of the more general formalism. Topics that appear mainly in more advanced or graduate courses, such as transformations of quantum states and operators and addition of angular momenta, are also covered briefly.
Linguistic Editors: Tsionis, Giorgos
Graphic Editors: Theodoraki, Alexandra
Type: Undergraduate textbook
Creation Date: 2015
Item Details:
ISBN 978-960-603-083-3
License: http://creativecommons.org/licenses/by-nc-sa/3.0/gr
DOI http://dx.doi.org/10.57713/kallipos-484
Handle http://hdl.handle.net/11419/5528
Bibliographic Reference: Perivolaropoulos, L. (2015). Εισαγωγή στην Κβαντική θεωρία [Undergraduate textbook]. Kallipos, Open Academic Editions. https://dx.doi.org/10.57713/kallipos-484
Language: Greek
Consists of:
1. Introduction - Quantum States
2. Operators
3. Evolution in Time
4. Position Representation
5. Free particle - Probability Current
6. Harmonic Oscillator
7. Transformations of States and Operators
8. One dimensional square potentials
9. Many particle systems
10. Systems in 3 dimensions
11. Orbital Angular Momentum
12. Central Potentials
13. Spin
14. Addition of angular momenta
15. Time independent perturbation theory
16. Applications of perturbation theory in Hydrogen
17. Time dependent perturbation theory
Number of pages 200
Publication Origin: Kallipos, Open Academic Editions
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