The finite element method is used to predict creep crack growth from an initially semi-elliptical surface crack. Empirical correlations are used in conjunction with calculated fracture parameters and predictions are compared with results from a parallel experimental program. The material investigate
Finite element simulation of elastic-creep growth of a semicircular surface crack
โ Scribed by S.D. Smith; J.J. Webster; T.H. Hyde
- Publisher
- Elsevier Science
- Year
- 1988
- Tongue
- English
- Weight
- 890 KB
- Volume
- 31
- Category
- Article
- ISSN
- 0013-7944
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โฆ Synopsis
An
initially semicircular crack loaded in Mode I tension with a material model similar to 316 SS at 600ยฐC has been simulated using the finite element method. Two techniques have been used to predict creep crack growth. One technique assumes that the rate of crack growth does not effect the crack tip stress and strain rate distributions and that crack growth is determined by the stationary state conditions. A second technique is a more general approach. The crack is extended by the node release technique. Crack growth was predicted throughout on the basis of the C* contour integral. When the stresses were non-stationary, this is termed C(r) and was used instead of C* in the creep crack growth rate expression. Stresses, creep strains and displacements are discussed for this simulation.
๐ SIMILAR VOLUMES
semicircular surface crack loaded in mode I tension with a material model similar to 316s~ at 600ยฐC has been simulated using the finite element method. The behaviour of the crack upon initial loading, during the following creep transient and in the stationary state has been investigated. The distrib
Three-dimensional, elastic and elastic-plastic finite element analysis of small surface cracks was performed. The elastic analysis is in good agreement with other solutions. For a round surface with a radius equal to six times the crack depth, the K at the surface is about 4% higher than the K for a