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Cambridge University Press Cambridge Scaling, Self-similarity, and Intermediate Asymptotics

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Description

Explore the fundamental principles of scaling laws and self-similarity with this academic text from Cambridge University Press. Part of the Cambridge Texts in Applied Mathematics series, this book provides a non-traditional approach to dimensional analysis and physical similarity theory. It examines how scaling phenomena simplify mathematical modeling by identifying patterns that repeat in time and space. The text demonstrates that the onset of scaling occurs after the influence of initial or boundary conditions has disappeared, even while the system remains far from equilibrium. Through numerous examples from diverse fields, this book offers a deep look into the general theory of scaling and intermediate asymptotics for students and researchers in mathematical analysis.

Key Features

Published by Cambridge University Press as part of the Cambridge Texts in Applied Mathematics series.

Covers essential topics including dimensional analysis, physical similarity theory, and scaling phenomena.

Explains how self-similarity simplifies the mathematical modeling of phenomena repeating in time and space.

Provides a non-traditional exposition of scaling laws and intermediate asymptotics.

Uses diverse field examples to show how scaling occurs before a system reaches equilibrium.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
01 June 2009
Listed Since
18 December 2006

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