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Thomas Szirtes
ISBN: 9780123706201
Format: Hardback
Publisher:Elsevier Science & Technology
Edition: 2nd Revised edition
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Provides the mathematical background and step-by-step procedures for employing dimensional analyses. This work covers 4 essential aspects and applications which include: principal characteristics of dimensional systems; applications of dimensional techniques in engineering, mathematics and geometry; and applications in astronomy and physics.
"Applied Dimensional Analysis and Modeling" provides the full mathematical background and step-by-step procedures for employing dimensional analyses, along with a wide range of applications to problems in engineering and applied science, such as fluid dynamics, heat flow, electromagnetics, astronomy and economics. This new edition offers additional worked-out examples in mechanics, physics, geometry, hydrodynamics, and biometry. It covers 4 essential aspects and applications such as: principal characteristics of dimensional systems; applications of dimensional techniques in engineering, mathematics and geometry; applications in biosciences, biometry and economics; and applications in astronomy and physics. It offers more than 250 worked-out examples and problems with solutions. It provides detailed descriptions of techniques of both dimensional analysis and dimensional modeling.
| ISBN | 0123706203 | | Pages | 856 | | ISBN13 | 9780123706201 (What's this?) | | Volumes | 1 | | Publisher | Elsevier Science & Technology | | Weight (grammes) | 1243 | | Imprint | Butterworth-Heinemann Ltd | | Published in | Oxford | | Format | Hardback | | Previous ISBN | 9780070628113 | | Publication date | 27 Apr 2007 | | Height (mm) | 229 | | Library of Congress | TA347 | | Width (mm) | 152 | | DEWEY | 515.7 | | Spine width (mm) | 43 | | DEWEY edition | DC22 | | Academic level | Professional / Scholarly |
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| Ch. 1 | | Mathematical preliminaries by Pal Rozsa | | 1 | | Ch. 2 | | Formats and classification | | 27 | | Ch. 3 | | Dimensional systems | | 37 | | Ch. 4 | | Transformation of dimensions | | 69 | | Ch. 5 | | Arithmetic of dimensions | | 95 | | Ch. 6 | | Dimensional homogeneity | | 99 | | Ch. 7 | | Structure of physical relations | | 133 | | Ch. 8 | | Systematic determination of complete set of products of variables | | 163 | | Ch. 9 | | Transformations | | 181 | | Ch. 10 | | Number of sets of dimensionless products of variables | | 229 | | Ch. 11 | | Relevancy of variables | | 263 | | Ch. 12 | | Economy of graphical presentation | | 317 | | Ch. 13 | | Forms of dimensionless relations | | 333 | | Ch. 14 | | Sequence of variables in the dimensional set | | 381 | | Ch. 15 | | Alternate dimensions | | 401 | | Ch. 16 | | Methods of reducing the number of dimensionless variables | | 413 | | Ch. 17 | | Dimensional modeling | | 463 | | Ch. 18 | | Fifty-two additional applications | | 527 |
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