The mathematical theory of plasticity /

Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Hill, Rodney, 1921-2011 (Autor)
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Oxford : Clarendon Press, 2009.
Colección:Oxford engineering science series.
Temas:
Plasticity.
Plasticité.
plasticity.
Plasticity
Acceso en línea:Texto completo
Tabla de Contenidos:
  • Historical outline
  • Physical background
  • The stress-strain curve
  • Foundations of the Theory
  • The ideal plastic body
  • The criterion of yielding
  • Strain-hardening
  • The complete stress-strain relations
  • The Levy-Mises and Reuss equations
  • The Hencky stress-strain equations
  • Other theories
  • General Theorems
  • The plastic potential
  • Uniqueness of a stress distribution under given boundary conditions
  • Extremum and variational principles
  • The Solution of Plastic-Elastic Problems. I
  • Theory of Hohenemser's experiment
  • Combined torsion and tension of a thin-walled tube
  • Combined torsion and tension of a cylindrical bar
  • Compression under conditions of plane strain
  • Bending under conditions of plane strain
  • Bending of a prismatic beam
  • Torsion of a prismatic bar
  • Torsion of a bar of non-uniform section
  • The Solution of Plastic-Eleastic Problems. II
  • The expansion of a spherical shell
  • The expansion of a cylindrical tube
  • Theory of the autofrettage process
  • Expansion of a cylindrical cavity in an infinite medium
  • Plane Plastic Strain and the Theory of the Slipline Field
  • Assumption of a plastic-rigid material
  • The plane strain equations referred to Cartesian coordinates
  • The plane strain equations referred to the slip-lines
  • Geometry of the slip-line field
  • The numerical calculation of slip-line fields
  • The numerical calculation of the velocity distribution
  • Analytic integration of the plane strain equations
  • Discontinuities in the stress.

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