Quantum Mechanics: Theory and Applications introduces the fundamental principles of quantum mechanics with practical applications found in the appendices. The book integrates classroom teachings with relatable examples, making it an invaluable resource for students. It spans various levels, from basic spin problems to advanced topics like Quantum Entanglement that are accompanied by exercises designed to reinforce learning and comprehension, many of which have detailed solutions. Beyond theory, the book delves into modern discussions and offers a comprehensive suite of exercises categorized as Conceptual, Complementary, Retention, Development, and Advanced.
It is an essential text for undergraduate and graduate students in Physics, Chemistry, Materials Science, and related courses, seamlessly covering fundamental to advanced topics, including Relativistic Quantum Mechanics.
1. Title of Book - p. i 2. Cover image - p. i 3. Title page - p. ii 4. Table of Contents - p. iii 5. Copyright - p. iv 6. Dedication - p. v 7. List of figures - p. xiii 8. List of tables - p. xv 9. Short biography of the author - p. xvii 10. Preface - p. xix 11. Chapter 1: Old quantum physics - p. 1 12. Chapter 2: Construction of quantum theory I: wave mechanics - p. 55 13. Chapter 3: Construction of quantum theory II: matrix mechanics - p. 93 14. Chapter 4: One-dimensional problems: bound and unbound states - p. 117 15. Chapter 5: Traditional problems with central potential - p. 169 16. Chapter 6: Angular momentum - p. 219 17. Chapter 7: Addition of angular momenta - p. 253 18. Chapter 8: Time-independent perturbation theory - p. 289 19. Chapter 9: Time-dependent perturbation theory - p. 327 20. Chapter 10: Scattering: partial waves - p. 349 21. Chapter 11: Density operator - p. 367 22. Chapter 12: Entangled states - p. 403 23. Chapter 13: Relativistic quantum mechanics - p. 425 24. References - p. 475 25. Index - p. 477
Quantum Mechanics: Theory and Applications introduces the fundamental principles of quantum mechanics with practical applications found in the appendices. The book integrates classroom teachings with relatable examples, making it an invaluable resource for students. It spans various levels, from basic spin problems to advanced topics like Quantum Entanglement that are accompanied by exercises designed to reinforce learning and comprehension, many of which have detailed solutions. Beyond theory, the book delves into modern discussions and offers a comprehensive suite of exercises categorized as Conceptual, Complementary, Retention, Development, and Advanced.
It is an essential text for undergraduate and graduate students in Physics, Chemistry, Materials Science, and related courses, seamlessly covering fundamental to advanced topics, including Relativistic Quantum Mechanics.
1. Title of Book - p. i 2. Cover image - p. i 3. Title page - p. ii 4. Table of Contents - p. iii 5. Copyright - p. iv 6. Dedication - p. v 7. List of figures - p. xiii 8. List of tables - p. xv 9. Short biography of the author - p. xvii 10. Preface - p. xix 11. Chapter 1: Old quantum physics - p. 1 12. Chapter 2: Construction of quantum theory I: wave mechanics - p. 55 13. Chapter 3: Construction of quantum theory II: matrix mechanics - p. 93 14. Chapter 4: One-dimensional problems: bound and unbound states - p. 117 15. Chapter 5: Traditional problems with central potential - p. 169 16. Chapter 6: Angular momentum - p. 219 17. Chapter 7: Addition of angular momenta - p. 253 18. Chapter 8: Time-independent perturbation theory - p. 289 19. Chapter 9: Time-dependent perturbation theory - p. 327 20. Chapter 10: Scattering: partial waves - p. 349 21. Chapter 11: Density operator - p. 367 22. Chapter 12: Entangled states - p. 403 23. Chapter 13: Relativistic quantum mechanics - p. 425 24. References - p. 475 25. Index - p. 477
