1979
DOI: 10.1016/0025-5416(79)90063-6
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Order hardening of MgO by large precipitated volume fractions of spinel particles

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1985
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Cited by 31 publications
(7 citation statements)
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“…In each equation: γAPB is the APB energy of the L12 phase; b is the Burger's vector; d * is the critical particle size; f is the volume fraction of particles; T is the line tension, taken to be equal to Gb 2 /2 for screw dislocations; A is a geometrical factor equal to 0.72 for spherical precipitates; G is the shear modulus of the material and w is a dislocation repulsion factor approximated to 1 following Hüther et al [34]. The γAPB was calculated using the Miodownik and Saunders approach [35,36] and the ThermoCalc software package coupled with the TTNi8 database.…”
Section: Equationmentioning
confidence: 99%
“…In each equation: γAPB is the APB energy of the L12 phase; b is the Burger's vector; d * is the critical particle size; f is the volume fraction of particles; T is the line tension, taken to be equal to Gb 2 /2 for screw dislocations; A is a geometrical factor equal to 0.72 for spherical precipitates; G is the shear modulus of the material and w is a dislocation repulsion factor approximated to 1 following Hüther et al [34]. The γAPB was calculated using the Miodownik and Saunders approach [35,36] and the ThermoCalc software package coupled with the TTNi8 database.…”
Section: Equationmentioning
confidence: 99%
“…For both equations: APB denotes the APB energy of the L12 precipitates; b denotes the magnitude of the Burger's vector of the dislocations; d * describes the critical precipitate size; f the volume fraction of precipitates; T the line tension, which is taken to be equal to Gb 2 /2 for screw dislocations; A is a geometrical factor equal to 0.72 for spherical precipitates; G is the shear modulus of the material and w is a factor describing the dislocation repulsion and approximated to 1 following Hüther et al [36].…”
Section: Equation 2 Equationmentioning
confidence: 99%
“…where G is the shear modulus of the material, and w describes the repulsion between a pair of dislocations, which can be approximated to 1, as discussed in the work by Hüther et al [55] Calculations were performed with APB energies estimated using the Miodownik and Saunders method. [56] The fine scale of the precipitates meant that the precipitate size distribution and volume fraction were difficult to obtain experimentally (using etching techniques) without introducing significant stereological errors.…”
Section: Microstructurementioning
confidence: 99%