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Elsevier Angular Momentum Theory for Diatomic Molecules - Physics

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Description

Angular Momentum Theory for Diatomic Molecules by Academic Press provides a comprehensive exploration of angular momentum theory applied to molecular dynamical processes. This academic text begins with foundational concepts in tensor algebra and rotation groups, covering commutation relations, spherical and double tensors, rotations, and coupling techniques. The book progresses to examine reduced matrix elements, quaternions, and combination theorems for Gegenbauer polynomials and spherical harmonics. Subsequent sections analyse R(4) in physical systems and the hydrogen molecular ion, including rigid rotator mechanics and reversed angular momentum principles. Designed for physics students and researchers, this volume bridges theoretical foundations with practical molecular applications, making it an essential reference for understanding quantum mechanical descriptions of diatomic molecular behaviour and atomic dynamics.

Key Features

Angular Momentum Theory for Diatomic Molecules covers tensor algebra, rotation groups, and commutation relations in molecular systems.

The text examines spherical and double tensors, rotations, and coupling methods essential to quantum molecular description.

Reduced matrix elements and quaternion mathematics are explained with application to complex molecular interactions.

R(4) in physical systems and hydrogen molecular ion analysis provide practical examples of angular momentum theory.

Combination theorems for Gegenbauer polynomials and spherical harmonics support advanced theoretical understanding of molecular behaviour.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
06 May 1975
Listed Since
16 December 2006

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