Description

Book Synopsis
This book provides a comprehensive account of basic concepts of quantum mechanics in a coherent manner. The book is self-contained and not only covers basic concepts in quantum mechanics but also provides a basis for applications in atomic and laser physics, nuclear and particle physics, and condensed matter physics. It also covers relativistic quantum mechanics, in particular the Dirac equation and its applications.

Table of Contents
Breakdown of Classical Concepts; Quantum Mechanical Concepts; Basic Postulates of Quantum Mechanics; Solution of Problems in Quantum Mechanics; Simple Harmonic Oscillator; Angular Momentum; Motion in Centrally Symmetric Field; Collision Theory; Operators; Heisenberg Equation of Motion, Invariance Principle and Path Integral; Angular Momentum and Spin; Time Independent Perturbation Theory; Time Dependent Perturbation Theory; Statistics and the Exclusion Principle; Two State Systems; Quantum Computation; Perturbation Induced by Electromagnetic Field; Formal Theory of Scattering; S-Matrix and Invariance Principles; Relativistic Quantum Mechanics: Dirac Equation; Dirac Equation in (1+2) Dimensions: Application to Graphene.

Quantum Mechanics (2nd Edition)

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    A Hardback by . Riazuddin, . Fayyazuddin

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      Book details

      Published 22 January 2013
      ISBN-13 9789814412902
      978-9814412902
      ISBN-10 9814412902

      Description

      Book Synopsis
      This book provides a comprehensive account of basic concepts of quantum mechanics in a coherent manner. The book is self-contained and not only covers basic concepts in quantum mechanics but also provides a basis for applications in atomic and laser physics, nuclear and particle physics, and condensed matter physics. It also covers relativistic quantum mechanics, in particular the Dirac equation and its applications.

      Table of Contents
      Breakdown of Classical Concepts; Quantum Mechanical Concepts; Basic Postulates of Quantum Mechanics; Solution of Problems in Quantum Mechanics; Simple Harmonic Oscillator; Angular Momentum; Motion in Centrally Symmetric Field; Collision Theory; Operators; Heisenberg Equation of Motion, Invariance Principle and Path Integral; Angular Momentum and Spin; Time Independent Perturbation Theory; Time Dependent Perturbation Theory; Statistics and the Exclusion Principle; Two State Systems; Quantum Computation; Perturbation Induced by Electromagnetic Field; Formal Theory of Scattering; S-Matrix and Invariance Principles; Relativistic Quantum Mechanics: Dirac Equation; Dirac Equation in (1+2) Dimensions: Application to Graphene.

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