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Handbook of Elasticity Solutions

  • Book
  • © 2003

Overview

Authors:
  1. Mark Kachanov

    1. Tufts University, Boston, USA

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    You can also search for this author in PubMed   Google Scholar

  2. Boris Shafiro

    1. Autodesk Inc., Boston, USA

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    You can also search for this author in PubMed   Google Scholar

  3. Igor Tsukrov

    1. University of New Hampshire, Durham, USA

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    You can also search for this author in PubMed   Google Scholar

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Table of contents (11 chapters)

  1. Front Matter

    Pages i-xiii
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  2. Basic equations of elasticity

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 1-25

  3. Point forces and systems of point forces in the three-dimensional space and half-space

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 27-52

  4. Selected two-dimensional problems

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 53-75

  5. Three-dimensional crack problems for the isotropic or transversely isotropic infinite solid

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 77-129

  6. A crack in an infinite isotropic two-dimensional solid

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 131-140

  7. A crack in an infinite anisotropic two-dimensional solid

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 141-154

  8. Thermoelasticity

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 155-183

  9. Contact problems

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 185-229

  10. Eshelby’s problem and related results

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 231-270

  11. Elastic space containing a rigid ellipsoidal inclusion subjected to translation and rotation

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 271-282

  12. Basic stress intensity factors (SIFs) and stress concentrations (2-D configurations)

    • Mark Kachanov, Boris Shafiro, Igor Tsukrov
    Pages 283-303

  13. Back Matter

    Pages 305-324
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Keywords

About this book

This handbook is a collection of elasticity solutions. Many of the results presented here cannot be found in textbooks and are available in scientific articles only. Some of them were obtained in the closed form quite recently. The solutions have been thoroughly checked and reduced to a "user friendly" form. Every effort has been made to keep the book free of misprints. The theory of elasticity is a mature field and a large number of solutions are available. We had to make choices in selecting material for this book. The emphasis is made on results relevant to general solid mechanics and materials science applications. Solutions related to structural mechanics (beams, plates, shells, etc.) are left out. The content is limited to the linear elasticity.

Authors and Affiliations

  • Tufts University, Boston, USA

    Mark Kachanov

  • Autodesk Inc., Boston, USA

    Boris Shafiro

  • University of New Hampshire, Durham, USA

    Igor Tsukrov

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