1998
DOI: 10.1016/s0925-8388(97)00275-2
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Refinement of the crystal structure π-Al9FeMg3Si5

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1998
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Cited by 15 publications
(2 citation statements)
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“…By means of single-crystal automatic, the stoichiometry of the Al 9 FeMg 3 Si 5 phase was determined to Al 18 Fe 2 Mg 7 Si 10 by Krendelsberger et al [65] The thermodynamic description of the Al-Fe-Mg-Si quaternary system in the Al-rich corner has been successively performed by Daniel [66] and Du et al [67] However, the calculated liquid phase compositions of the invariant reactions by Daniel [66] show noticeable discrepancies from the experimental ones and the Al 9 FeMg 3 Si 5 phase stabilized at low temperature cannot be well described by both of the work. [66,67] Thus, the thermodynamic parameters of the quaternary Al 9 FeMg 3 Si 5 phase are slightly modified in the present work.…”
Section: 31mentioning
confidence: 99%
“…By means of single-crystal automatic, the stoichiometry of the Al 9 FeMg 3 Si 5 phase was determined to Al 18 Fe 2 Mg 7 Si 10 by Krendelsberger et al [65] The thermodynamic description of the Al-Fe-Mg-Si quaternary system in the Al-rich corner has been successively performed by Daniel [66] and Du et al [67] However, the calculated liquid phase compositions of the invariant reactions by Daniel [66] show noticeable discrepancies from the experimental ones and the Al 9 FeMg 3 Si 5 phase stabilized at low temperature cannot be well described by both of the work. [66,67] Thus, the thermodynamic parameters of the quaternary Al 9 FeMg 3 Si 5 phase are slightly modified in the present work.…”
Section: 31mentioning
confidence: 99%
“…On the basis of TA and chemical analysis, Gul'din and Dokukina [19] measured the solubility of Fe and Si in Al -Mg melts and the eutectic reaction temperature for L = (Al) + Mg 2 Si + Al 13 Fe 4 + Al 8 Mg 5 . The quarternary phase p (Al 16 Fe 2 Mg 6 Si 12 ) found by Phillips [18] was shown to have the composition Al 18 Fe 2 Mg 7 Si 10 by Krendelsberger et al [20] using single-crystal automatic four-circle counter data. Most recently, Daniel [15] has modeled this quarternary system.…”
Section: The Ternary Systemsmentioning
confidence: 99%