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Springer - The Boltzmann Equation: Theory and Applications

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Description

Explore the mathematical foundations of kinetic theory with The Boltzmann Equation: Theory and Applications from Springer. This text traces the history and development of the Boltzmann equation, starting from the landmark 1872 paper that provided a precise mathematical basis for understanding how a dilute gas approaches equilibrium. This work examines the velocity distribution function and its role in modern physics. While originally applied to classical gases, the principles discussed here extend to more complex systems. Readers will see how the equation can be generalized to study the electron gas in solids and the excitation gas in superfluids. It serves as a fundamental resource for those studying the approach to equilibrium and the kinetic theory of gases through a rigorous mathematical lens.

Key Features

Examines the historical 1872 paper that established the mathematical basis for the approach to equilibrium in dilute gases.

Provides a detailed study of the Boltzmann equation and its application to the velocity distribution function.

Covers the fundamental principles of the kinetic theory of gases for academic and professional research.

Explains how the equation generalizes to include electron gas in solids and excitation gas in superfluids.

Offers a deep dive into the mathematical theories used to understand gas behavior and equilibrium processes.

Product Specifications

Format
paperback
Domain
Amazon UK
Publication Date
07 January 2012
Listed Since
21 December 2012

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