Abstract
This publication describes the calculation methodology
developed for a large inelastic deformation analysis of
pressure vessels at high temperature. Continuum
mechanical formulation related to a large deformation
analysis is presented. Application of the constitutive
equations is simplified when the evolution of stress and
deformation state of an infinitesimal material element is
considered in the directions of principal strains
determined by the deformation during a finite time
increment.
A quantitative modelling of time dependent inelastic
deformation is applied for reactor pressure vessel
steels. Experimental data of uniaxial tensile,
relaxation and creep tests performed at different
laboratories for reactor pressure vessel steels are
investigated and processed. An inelastic deformation
rate model of strain hardening type is adopted. The
model simulates well the axial tensile, relaxation and
creep tests from room temperature to high temperature
with only a few fitting parameters. The measurement data
refined for the inelastic deformation rate model show
useful information about inelastic deformation phenomena
of reactor pressure vessel steels over a wide temperature
range.
The methodology and calculation process are validated by
comparing the calculated results with measurements from
experiments on small scale pressure vessels. A reasonably
good agreement, when taking several uncertainties into
account, is obtained between the measured and calculated
results concerning deformation rate and failure location.
Original language | English |
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Qualification | Doctor Degree |
Awarding Institution |
|
Place of Publication | Espoo |
Publisher | |
Print ISBNs | 951-38-5856-1 |
Publication status | Published - 2001 |
MoE publication type | G4 Doctoral dissertation (monograph) |
Keywords
- nuclear power plants
- pressure vessels
- steel constructions
- inelastic material deformation
- creep
- high temperature
- reactor accidents
- analysis
- finite element method
- modelling