Simplified Methods in Pressure Vessel Analysis: Presented at 1978 ASME/CSME Montreal Pressure Vessel & Piping Conference, Montreal, Quebec, Canada, June 25-29, 1978R. S. Barsoum |
Contents
ElasticPlastic Strains from Thermal Shock at Discontinuity A Simplified | 1 |
Upper Bounds for Creep Ratchetting in Convoluted Bellows | 15 |
A Practical Method to Determine Elastic or Plastic Shakedown of Structures | 47 |
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ASME assumed axial axisymmetric benchmark bending stress Bree buckling load circumferential considered constant critical strain creep buckling creep deformation critical buckling curved pipe cylinder deformation deviatoric effective stress elastic shakedown elastic strain elastic-plastic strain elevated temperature equation 13 evaluated EXTERNAL PRESSURE fast breeder reactor Figure flexibility factor fluence fluid temperature change geometric imperfection HOOP hoop stress Inconel incremental inelastic analysis instantaneous buckling irradiation creep material mean ratio membrane and bending membrane stress meridional mid-plane neutron O'Donnell and Porowski obtained parameter piping systems plastic strains Poisson's ratio power law predictions present Pressure Vessel primary stresses problem regime residual stress secant modulus method secondary stresses shown in Fig simplified methods solution Spence strain correction factor stress distribution stress profile stress relaxation structure surface swelling induced stress swelling rate temperature gradient thickness tube upper bound Vrillon wall yield strength Young's modulus