The Hydrogen Atom Doorway to Quantum Physics, its Symmetries and Radiative Shift (True ) | 5.1 MB
Title: The Hydrogen Atom: Doorway to Quantum Physics, its Symmetries and Radiative Shift
Author: G. Jordan Maclay
Category: Nonfiction, Science & Nature, Science, Physics, Quantum Theory
Language: English | 266 Pages | ISBN: 9789819820382
Description:
This book provides a comprehensive exploration in the fundamental physics of the non-relativistic atom in terms of its symmetries. The book gives a complete treatment of the dynamical symmetries of the H atom and the use of these symmetries to determine energy levels and analytically calculate the first order radiative Lamb shift using group theory. Understanding radiative shifts is critical since measurement of the Lamb shift led to the development of quantum electrodynamics. The harmony between the mathematics and the physics is emphasised throughout the book. Through the lens of symmetry, it is possible to elucidate key features of the H atom in a way that is elegant, simple, and focuses on fundamentals.
Understanding the hydrogen atom has been the gateway to the development of quantum physics for over 100 years. Both quantum mechanics and quantum electrodynamics were discovered by exploring the spectra of the H atom. This book outlines the key mathematical and physical behavior of the H atom, and its historical context, that led to these discoveries. The quantum behavior is related to the corresponding classical behavior and to the harmonic oscillator, the other fundamental central force system. Understanding the H atom, the most basic physical system, is a gateway to understanding much of quantum theory.
Readership: The primary market is advanced undergraduate and graduate students and researchers who want to learn about atomic physics, quantum physics and quantum field theory using the hydrogen atom as a foundation, and who are interested in the symmetries of the atom and how they may be used to understand and facilitate analytical calculations of the radiative shifts and other properties. This book could be a supplementary text in a quantum mechanics course or in a field theory course, or a course dealing with symmetries in physical systems.
This book provides a comprehensive exploration in the fundamental physics of the non-relativistic atom in terms of its symmetries. The book gives a complete treatment of the dynamical symmetries of the H atom and the use of these symmetries to determine energy levels and analytically calculate the first order radiative Lamb shift using group theory. Understanding radiative shifts is critical since measurement of the Lamb shift led to the development of quantum electrodynamics. The harmony between the mathematics and the physics is emphasised throughout the book. Through the lens of symmetry, it is possible to elucidate key features of the H atom in a way that is elegant, simple, and focuses on fundamentals.
Understanding the hydrogen atom has been the gateway to the development of quantum physics for over 100 years. Both quantum mechanics and quantum electrodynamics were discovered by exploring the spectra of the H atom. This book outlines the key mathematical and physical behavior of the H atom, and its historical context, that led to these discoveries. The quantum behavior is related to the corresponding classical behavior and to the harmonic oscillator, the other fundamental central force system. Understanding the H atom, the most basic physical system, is a gateway to understanding much of quantum theory.
Readership: The primary market is advanced undergraduate and graduate students and researchers who want to learn about atomic physics, quantum physics and quantum field theory using the hydrogen atom as a foundation, and who are interested in the symmetries of the atom and how they may be used to understand and facilitate analytical calculations of the radiative shifts and other properties. This book could be a supplementary text in a quantum mechanics course or in a field theory course, or a course dealing with symmetries in physical systems.
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