High Energy Physics Essentials - Christopher Aubin
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Présentation High Energy Physics Essentials de Christopher Aubin Format Broché
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Résumé : Bridge coursework to research with foundational lattice QCD knowledge Advanced undergraduate physics students transitioning to research projects often lack the specialized knowledge needed for theoretical particle physics work. High Energy Physics Essentials: A Guide to HEP Research addresses this gap directly. Written by an award-winning physics educator and research mentor, this book provides the foundational concepts students need to engage in supervised lattice QCD research early in their academic careers. The book reviews special relativity, electrodynamics, and quantum electrodynamics before introducing fundamental quantum chromodynamics concepts. Students learn the theory underpinning the standard model of elementary particle physics, including quarks as building blocks of protons, neutrons, and pions. Each chapter includes ten to twenty problems that reinforce material and provide practical experience solving theoretical physics problems. Readers will also find: Designed for advanced undergraduate physics students or even early graduate students preparing for research projects, this book also serves physicists and lecturers supervising student researchers. By equipping students with skills and confidence for theoretical particle physics research, it streamlines the transition from coursework to productive research participation....
Biographie: Christopher Aubin, PhD, is Professor of Physics at Fordham University, Bronx, NY, USA. He studied physics at the University of Dallas and Washington University and has received multiple teaching honors including the Franklin B. Shull Prize for Teaching Excellence, Fordham University Teacher of the Year in the Sciences Award, and the Undergraduate Research Mentor of the Year Award from Fordham University in 2022....
Sommaire: 1. Introduction The Standard Model Quantum Electrodynamics Quantum Chromodynamics and Quarks Natural Units Problems ? 2. From Modern Physics to Four-Vectors Lorentz Transformations Moving to Four-Vectors Other Vectors and Beyond Euclidean Space Problems ? 3. From Modern Physics to Quantum Field Theory Waves or Particles? Wavefunctions and States Relativistic Quantum Mechanics Spin Chirality Path Integral Representing the States - Dirac Notation Examples Problems ? 4. From Electromagnetics to Quantum Electrodynamics Maxwell's Equations Exercises E&M in Relativistic Notation Exercises ? 5. A Quick Peek at Probabilities ? 6. Symmetries and Group Theory Group theory Examples Representations vs. Elements Exercises Symmetry Transformations as Group Operations Rotations Unitary Groups Lorentz Group Dirac Bilinears Exercises Gauge invariance ? 7. From Newton's Laws to Lagrangians Classical Physics from a Lagrangian Approach Field theory Dirac Equation to QED Exercises ? 8. Feynman Rules ? 9. Gaussian integrals Gaussian integrals with Ordinary Real Numbers Gaussian integrals with Ordinary Complex Numbers Other Important integrals ? 10. Lattice QCD Discretizing Space, Time, and Derivatives Exercises Gauge invariance on the Lattice Generating Configurations Exercises Fermions on the Lattice Sea Quarks & the Quark Determinant Valence Quarks & the Pion Correlator Species Doubling Exercises Scale Setting