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A History of the Theory of Elasticity and of the Strength of Materials

A History of the Theory of Elasticity and of the Strength of Materials

A History of the Theory of Elasticity and of the Strength of Materials

From Galilei to the Present Time
Volume 1: From Galilei to Saint-Venant
Isaac Todhunter
Karl Pearson
March 2014
1. From Galilei to Saint-Venant
Available
Paperback
9781108070423
£61.99
GBP
Paperback

    A distinguished mathematician and notable university teacher, Isaac Todhunter (1820–84) became known for the successful textbooks he produced as well as for a work ethic that was extraordinary, even by Victorian standards. A scholar who read all the major European languages, Todhunter was an open-minded man who admired George Boole and helped introduce the moral science examination at Cambridge. His many gifts enabled him to produce the histories of mathematical subjects which form his lasting memorial. First published between 1886 and 1893, the present work was the last of these. Edited and completed after Todhunter's death by Karl Pearson (1857–1936), another extraordinary man who pioneered modern statistics, these volumes trace the mathematical understanding of elasticity from the seventeenth to the late nineteenth century. Volume 1 (1886) begins with Galileo Galilei and extends to the researches of Saint-Venant up to 1850.

    Product details

    March 2014
    Paperback
    9781108070423
    950 pages
    216 × 140 × 54 mm
    1.18kg
    6 b/w illus.
    Available

    Table of Contents

    • Preface
    • 1. The seventeenth and eighteenth centuries
    • 2. Miscellaneous investigations between the years 1800 and 1822
    • 3. Miscellaneous researches 1820–30, Navier, Germain, Savart, Pagani, and others
    • 4. Poisson
    • 5. Cauchy
    • 6. Miscellaneous researches of the decade, 1830–40
    • 7. Lamé and Clapeyron, Lamé
    • 8. Miscellaneous researches of the decade 1840–50, including those of Blanchet, Stokes, Wertheim and Haughton
    • 9. Saint-Venant's researches before 1850
    • Appendix
    • Index.
    Resources for
    Type
    Graph of Extension in one-thousandth inch in ten inch length against Traction per square inch of original area
    Size: 223.39 KB
    Type: application/pdf
      Author
    • Isaac Todhunter
    • Editor
    • Karl Pearson