1986
DOI: 10.1016/0378-4363(86)90569-3
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Kinetics of the dhcp-fcc phase transformation in La under pressure

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Cited by 6 publications
(8 citation statements)
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“…The phase transition fee-• rf-fcc is believed to be of second order [6,7,25]. For second-order phase transitions there is no latent heat and no change of density at the phase transition and the slope of the phase [24]; phase boundary fcc-^-fcc (solid line) from [25] (resistance measurements) and [7] (x-ray diffraction); •, this work. boundary dpidT is given by the Ehrenfest relations dp _^ ^Cp _ Aa dT TVAa AK '…”
Section: Novel Reentrant High Pressure Phase Transition In Lanthanummentioning
confidence: 98%
“…The phase transition fee-• rf-fcc is believed to be of second order [6,7,25]. For second-order phase transitions there is no latent heat and no change of density at the phase transition and the slope of the phase [24]; phase boundary fcc-^-fcc (solid line) from [25] (resistance measurements) and [7] (x-ray diffraction); •, this work. boundary dpidT is given by the Ehrenfest relations dp _^ ^Cp _ Aa dT TVAa AK '…”
Section: Novel Reentrant High Pressure Phase Transition In Lanthanummentioning
confidence: 98%
“…Comparing the peak intensities of both the phases, the transformation degree x(t) (the amount of high pressure phase) as a function of time can be obtained. This method has been successfully applied to study of kinetics of pressure induced phase transitions in PbO 2 (Dachlli and Roy 1961), KCl (Hamaya and Akimoto 1981), GeO 2 (Zeto and Roy 1969;Brar and Scloessin 1981), Fe 2 O 3 (Goto 1964), RbI (Hamaya et al 1986), La (Merkau and Holzapfel 1986;Kruger et al 1990) and other compounds.…”
Section: Experimental Reviewmentioning
confidence: 99%
“…Kinetics of structural phase transitions have been investigated for various solids in a DAC (Brar and Scloessin 1981;Merkau and Holzapfel 1986;Kruger et al 1990) as well as in other high pressure devices (Hamaya and Akimoto 1981;Hamaya et al 1986). The essential problems of the diffraction methods lie in the interpretation of the measured transformation degree x(t) and its fit to the Avrami equation without knowing further characteristics quantities like nucleation rates or growth velocities.…”
Section: Kinetics Of Phase Transition In a Diamond Anvil Cell (Dac)mentioning
confidence: 99%
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