1988
DOI: 10.1016/0022-5088(88)90050-1
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Phase diagram of the AlInSb system

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Cited by 18 publications
(7 citation statements)
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“…The experimental data of Al-Bi-Sb system have been analysed using a 15-parameter integral molar excess function in the range of T ¼ ð1173 to 1323Þ K. The ternary function for the liquid alloys is composed of a summation of the individual binary and specific ternary interactions [8,9]. The present authors have proposed a four parameter function for binary alloys based on interaction parameter formalism [10,11].…”
Section: Modelling and Analysis Of The Experimental Data In The Systemmentioning
confidence: 99%
“…The experimental data of Al-Bi-Sb system have been analysed using a 15-parameter integral molar excess function in the range of T ¼ ð1173 to 1323Þ K. The ternary function for the liquid alloys is composed of a summation of the individual binary and specific ternary interactions [8,9]. The present authors have proposed a four parameter function for binary alloys based on interaction parameter formalism [10,11].…”
Section: Modelling and Analysis Of The Experimental Data In The Systemmentioning
confidence: 99%
“…For the calculation of the phase equilibria in the system, most of the authors, [1,7] including the present investigators, regard the ternary function for the liquid alloys as composed of a summation of the individual binary interactions together with the specific ternary interactions. For the calculation of the phase equilibria in the system, most of the authors, [1,7] including the present investigators, regard the ternary function for the liquid alloys as composed of a summation of the individual binary interactions together with the specific ternary interactions.…”
Section: Modeling and Analysis Of The Experimental Data In The Symentioning
confidence: 99%
“…[4] in order to evaluate the ternary constants, using the following relations between the partial excess and integral properties of the ternary system: Binary Ishida et al [1] Sharma et al [7] Ansara et al [12] Constants [4] in order to evaluate the ternary constants, using the following relations between the partial excess and integral properties of the ternary system: Binary Ishida et al [1] Sharma et al [7] Ansara et al [12] Constants …”
Section: Partial Properties and Evaluation Of A 13 A 14 And A mentioning
confidence: 99%
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