2010
DOI: 10.1016/j.jallcom.2009.10.056
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Estimation of heat production during high pressure torsion of Cu-based metallic glass

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Cited by 15 publications
(3 citation statements)
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“…In practice, the flow curve of CP-Ti in the fully-annealed condition, as shown in that, taking ε  0.6, it follows that ΔT  165 K. Therefore, for a specimen deformed at room temperature (296 K), it appears that the temperature may increase to a value of ~460 K. This is consistent with other calculations of temperature rises in HPT processing [33,34] and the rise is sufficient to prevent the α to ω-phase transformation. Nevertheless, the calculation is not adequate because it assumes adiabatic conditions with no heat loss from the sample to the massive HPT anvils.…”
Section: The Effect Of Temperature Rise In Hpt Processingsupporting
confidence: 84%
“…In practice, the flow curve of CP-Ti in the fully-annealed condition, as shown in that, taking ε  0.6, it follows that ΔT  165 K. Therefore, for a specimen deformed at room temperature (296 K), it appears that the temperature may increase to a value of ~460 K. This is consistent with other calculations of temperature rises in HPT processing [33,34] and the rise is sufficient to prevent the α to ω-phase transformation. Nevertheless, the calculation is not adequate because it assumes adiabatic conditions with no heat loss from the sample to the massive HPT anvils.…”
Section: The Effect Of Temperature Rise In Hpt Processingsupporting
confidence: 84%
“…Hóbora et al reported that Cu 60 Zr 20 Ti 20 BMGs occurred crystallization after HPT process [64]. On the contrary, some research data indicate that BMGs did not occurred crystallization after HPT process.…”
Section: Effect Of Hollowcone High-pressure Torsion On the Thermal Anmentioning
confidence: 97%
“…In a recent study, the observed morphological and microstructural features introduced by HPT of an amorphous Cu 60 Zr 30 alloy were interpreted by temperature profiles obtained from a simple model based on one-dimensional heat-conduction [24,25]. Later the effect of the instrumental parameters on the temperature rise was discussed in terms of a quasi three-dimensional model [26], and the role of the most important parameter, i.e.…”
Section: Introductionmentioning
confidence: 99%