Fundamentals of Particle Physics
Understanding the Standard Model
Published on 30. August 2023
978-1-009-18713-8 (ISBN)
Description
This text is a modern introduction to the Standard Model of particle physics for graduate students and advanced undergraduate students. Assuming only prior knowledge of special relativity and non-relativistic quantum mechanics, it presents all aspects of the field, including step-by-step explanations of the theory and the most recent experimental results. Taking a pedagogical, first-principles approach, it demonstrates the essential tools for students to process and analyse experimental particle physics data for themselves. While relatively short compared to other texts, it provides enough material to be covered comfortably in a two-semester course. Some of the more technical details are given in optional supplementary boxes, while problems are provided at the end of each chapter. Written as a bridge between basic descriptive books and purely theoretical works, this text offers instructors ample flexibility to meet the needs of their courses.
More details
Language
English
Place of publication
Cambridge
United Kingdom
Target group
College/higher education
Illustrations
Worked examples or Exercises
File size
8,95 MB
ISBN-13
978-1-009-18713-8 (9781009187138)
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Schweitzer Classification
Other editions
Additional editions
Book
09/2023
Cambridge University Press
€68.00
Shipment within 15-20 days
Person
Content
Preface; Notation and Constants; 1. Particle physics landscape; 2. Preliminary concepts: special relativity and quantum mechanics; 3. Collisions and decays; 4. Conservation rules and symmetries; 5. From wave functions to quantum fields; 6. A brief overview of quantum electrodynamics; 7. From hadrons to partons; 8. Quantum Chromodynamics; 9. Weak interaction; 10. Electroweak interaction; 11. Electroweak symmetry breaking; 12. The Standard Model and beyond; Appendix A. Elements of group theory for particle physics; Appendix B. Special Unitary group SU(2); Appendix C. Special Unitary group SU(3) and SU(N); Appendix D. Lorentz and Poincare groups; Appendix E. Calculating with the Dirac delta distribution; Appendix F. Contour integration in the complex plane; Appendix G. Useful formulas with ? matrices; Appendix H. Fermi's golden rule and time dependent perturbation; References; Index.
