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Particles, Fields and Forces: A Conceptual Guide to Quantum Field Theory and the Standard Model: The Frontiers Collection

Autor Wouter Schmitz
en Limba Engleză Paperback – 22 sep 2022
This book provides unique and comprehensive conceptual explanations of quantum field theory and the standard model of particle physics. How can fundamental particles exist as waves in the vacuum? How can such waves have particle properties such as inertia? What is behind the notion of virtual particles? Why and how do particles exert forces on one another? Not least: What are forces anyway? These are some of the central questions that have intriguing answers in Quantum Field Theory and the Standard Model of Particle Physics. Unfortunately, these theories are highly mathematical, so that most people—even many scientists—are not able to fully grasp their meaning. This book untangles these theories in a conceptual non-mathematical way, using more than 190 figures and extensive explanations and will provide the nonspecialist with great insights that are not to be found in the popular science literature. This fully revised and expanded second edition adds remarkable insights into the transition from quantum to classical world using the concepts of quantum decoherence, while also explaining "collapse of the wave function", tunnelling and quantum computing.
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Specificații

ISBN-13: 9783030987527
ISBN-10: 3030987523
Pagini: 349
Ilustrații: XI, 349 p. 196 illus., 195 illus. in color.
Dimensiuni: 155 x 235 x 23 mm
Greutate: 0.78 kg
Ediția:2nd ed. 2022
Editura: Springer International Publishing
Colecția Springer
Seria The Frontiers Collection

Locul publicării:Cham, Switzerland

Cuprins

Introduction.- Particles or waves?.- Fields.- What is a particle if it is a wave?.- A matter of energy exchange.- A wave of relativity.- Quantization of fields.- Energy in waves and fields.- Symmetry and the origin of force.- Propagators and virtual particles.- Renormalisation of fearful infinities.- Spin makes up bosons and fermions.- Conservation of charge and particle number.- Particle zoo.- Electroweak force in the early universe.- The breaking of the world will never be the same.- The strong force: Quantum Chromo Dynamics.- Gravity as a field.- Further reading.- References and sources.

Notă biografică

Wouter J.M. Schmitz, born in 1970, studied physics in Amsterdam. He worked at CERN for an assignment at the Spin Muon Collaboration (SMC) and later as a summer student at a LEP experiment. He graduated at Nikhef Amsterdam in 1994. He has subsequently worked in IT and also holds an MBA degree. Today, Wouter works as a leading digital architect, retaining nonetheless a deep and informed interest in conceptual problems in physics.
 

Textul de pe ultima copertă

This book provides unique and comprehensive conceptual explanations of quantum field theory and the standard model of particle physics. How can fundamental particles exist as waves in the vacuum? How can such waves have particle properties such as inertia? What is behind the notion of virtual particles? Why and how do particles exert forces on one another? Not least: What are forces anyway? These are some of the central questions that have intriguing answers in Quantum Field Theory and the Standard Model of Particle Physics. Unfortunately, these theories are highly mathematical, so that most people—even many scientists—are not able to fully grasp their meaning. This book untangles these theories in a conceptual non-mathematical way, using more than 190 figures and extensive explanations and will provide the nonspecialist with great insights that are not to be found in the popular science literature. This fully revised and expanded second edition adds remarkable insights into the transition from quantum to classical world using the concepts of quantum decoherence, while also explaining "collapse of the wave function", tunnelling and quantum computing.

Caracteristici

Provides unique conceptual explanations of quantum field theory and the standard model of particle physics Includes new material on quantum decoherence and its implications Contains no math but full of insights into how the universe works