2008
DOI: 10.1016/j.jnucmat.2008.07.006
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Microstructural modelling of nuclear graphite using multi-phase models

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Cited by 28 publications
(12 citation statements)
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“…The failure strain of Gilsocarbon graphite has been reported to be less than 0.3% for macroscale uniaxial tension test [45] [34]. Whereas the failure strain measured in the present work is over twice the average value ~ 0.6% with a highest value of 1.0%.…”
Section: Failure Modescontrasting
confidence: 53%
See 1 more Smart Citation
“…The failure strain of Gilsocarbon graphite has been reported to be less than 0.3% for macroscale uniaxial tension test [45] [34]. Whereas the failure strain measured in the present work is over twice the average value ~ 0.6% with a highest value of 1.0%.…”
Section: Failure Modescontrasting
confidence: 53%
“…Secondly, the broad distribution of the measured properties at the micro-scale is due to the varying pores, defects and the It has been recognised that the measurements obtained at micro-scale provide the appropriate input parameters for computer models, in particular for the type of models based on the microstructure and the multi-phases [31][34] [35]. The model proposed by Berre et al [34] derived the elastic modulus of the individual phase by extrapolating the measured phase density using X-ray tomography between pores (zero density with E = 0 GPa) and pore-free single crystal graphite (density = 2.26 g/cm 3 with E = 19 GPa). However, some of the E values measured by the micro-cantilevers in the current work (PG25, Gilsocarbon and PGA graphites) are higher than 19 GPa, which is the minimum E for single crystal graphite.…”
Section: A C C E P T E D Accepted Manuscriptmentioning
confidence: 99%
“…To apply this criterion, it is necessary to relate the stress concentration in the inclusions with the size of the volume over which this stress is reached. In Berre et al, 432 the local value of the grey levels in the reconstructed tomograms are used to measure the local density in a nuclear graphite and to generate a multiphase model. The density is then used to modulate the Young's modulus and resistance of the local element and a finite element calculation is performed to account for these fluctuations and calculate the macroscopic behaviour for samples with different structures.…”
Section: Image Based Modelling Of Composites and Multiphase Materialsmentioning
confidence: 99%
“…For Gilsocarbon graphite, the typical uniaxial flexural strength has been measured to be 28 MPa [21] and the critical energy release rate to be 260 J m À2 [22]. These studies used the same Gilsocarbon grade of nuclear graphite, with a nominal void volume fraction of $20% (the flexural strength and critical energy release rate are microstructure-dependent, being affected by the porosity of graphite [68]). …”
Section: Cohesive Zone Modelmentioning
confidence: 99%