Includes bibliographical references and index.
|LC Classifications||QC794.6.C6 .B45 2009|
|The Physical Object|
|LC Control Number||2008044191|
Quantum Theory of High-Energy Ion-Atom Collisions Dzevad Belkic One of the Top Selling Physics Books according to YBP Library Services Suitable for graduate students, experienced researchers, and experts, this book provides a state-of-the-art review of the . Book Description. One of the Top Selling Physics Books according to YBP Library Services. Suitable for graduate students, experienced researchers, and experts, this book provides a state-of-the-art review of the non-relativistic theory of high-energy ion-atom collisions. Get this from a library! Quantum theory of high-energy ion-atom collisions. [Dž Belkić] -- "Suitable for graduate students, experienced researchers, and experts, this book provides a state-of-the-art review of the non-relativistic theory of high energy ion-atom collisions. Special. Lectures on Ion-Atom Collisions High-energy collisions: Perturbation theory for direct reactions. Book chapter Full text access. Chapter 3 - High-energy collisions: Perturbation theory for direct reactions The book is meant as an introduction into the field and provides some basic theoretical understanding of the atomic processes.
The two themes of scattering diagrams and the fundamental forces characterize this book. Transformation theory is developed to review the concepts of nonrelativistic quantum mechanics and to formulate the relativistic Klein-Gordon, Maxwell, and Dirac wave equations for relativistic spin-0, massless spin-1, and spin-1/2 particles, respectively. Quantum Theory of High-Energy Ion-Atom Collisions By Dzevad Belkic | Pages | ISBN: | PDF | 5 MB. This chapter describes the theory of fast ion-atom collisions that are based upon high-energy, Born-type expansions, or their distorted-wave generalization. This chapter deals with inelastic processes which occur in collisions between fast, often highly charged, ions and atoms. Fast collisions are here defined to be those for which V/v e ≥ 1, where V is the projectile velocity and v e the orbital velocity of this electron. For processes involving outer shell target electrons, this implies V ≳ 1 a.u., or the projectile energy ≳25 keV/: Lew Cocke, Michael Schulz.