Research Catalog

Elasticity, fracture, and flow, with engineering and geological applications.

Title
  1. Elasticity, fracture, and flow, with engineering and geological applications.
Published by
  1. London, Methuen; New York, Wiley [1956]
Author
  1. Jaeger, J. C. (John Conrad), 1907-1979.

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Details

Description
  1. 152 pages illustrations; 20 cm
Series statement
  1. Methuen's monographs on physical subjects
Uniform title
  1. Methuen's monographs on physical subjects
Subject
  1. Elasticity
  2. Fracture mechanics
  3. Rock mechanics
  4. Elasticity
  5. elasticity
  6. modulus of elasticity
  7. Fracture mechanics
  8. Rock mechanics
  9. Elastizitätstheorie
  10. Plastizitätstheorie
  11. Rheologie
  12. Viskosität
  13. Elastizität
  14. Plastizität
Contents
  1. STRESS AND STRAIN: Stress defintions and notation -- Stresses in two dimensions -- Stresses in three dimensions -- Mohr's representation of stress in three dimensions -- Displacement and strain introduction -- The geometry of finite homogeneous strain in two dimensions -- Finite homogeneous strain in three dimensions -- Mohr's representation of finite homogeneous strain without rotation -- Infinitesimal strain in two dimensions -- Infinitesimal strain in three dmensions -- BEHAVIOUR OF ACTUAL MATERIALS: The stress strain relations for a perfectly elastic isotropic solid -- Special cases biaxial stress and strain -- Strain energy -- Anisotropic substances -- Finite hydrostatic strain -- Natural strain -- The equations of viscosity -- Fracture and yield -- The maximum shear stress theory of fracture and its generalizations -- Mohr's theory of facture -- Earth presssure -- The Griffith theory of brittle strength -- Strain theories of failure -- The tensile test on ductile materials -- Yield criteria -- The yield surface -- The equations of plasticity -- Substances with composite properties -- EQUATIONS OF MOTION AND EQUILIBRIUM: Simple problems illustrating the behaviour of elastic, viscous, plastic and Bingham substances -- The elastic equations of motion -- The elastic equations of equilibrium -- Special cases of the equations of elasticity -- Special problems in elasticity -- Wave propagation -- Elastic waves -- The equations of motion of a viscious fluid -- Special problems in viscosity -- Plastic flow in two dimensions.
Owning institution
  1. Princeton University Library
Bibliography (note)
  1. Includes bibliographical references and index.