journal article·2007-03

Surface tension calculation of the Sn–Ga–In ternary alloy

Lijun Yan, Shaobo Zheng, Guoji Ding, Gaotian Xu, Zhiyu Qiao

Calphad· Volume 31· Issue 1
Publisher page

Abstract

Abstract Surface tensions of the Sn–Ga–In ternary alloy are calculated from the surface tensions of the Sn–Ga, Ga–In and In–Sn sub-binary systems by using geometric models (the Kohler model and the Toop model), and a general solution model (the Chou model). The calculated results are in excellent agreement with the experimental data (except for the Kohler model), assuming an experimental accuracy of ±2.5%. At the same time, the surface tensions of the Sn–Ga–In ternary alloy at 773 K and their sub-binary systems are predicted on the basis of Butler’s equation, in combination with thermodynamic data, and different model parameters β equal to the ratio of the coordination number in the surface phase to that in the bulk phase. Different values of β have almost no influence on the surface tensions. The predicted results agree with the experimental data. Therefore, the resulting iso-surface tension curves for the Sn–Ga–In ternary alloy at 773 K, especially those calculated by using the Toop model, are reasonable.
Source: openaire · Quality: candidate unverified · Source record ↗

Research context

OpenAlex topics: Electronic Packaging and Soldering Technologies · Metallurgical and Alloy Processes · Thermodynamic and Structural Properties of Metals and Alloys

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

References (30)

Show source-provided references
1. Kononenko · An. SSSR. Ural’sk. Nauch. Tsentr. (Fiz. - Khim. Iss. Shlak. Metall. Splav.) · 1974 · 62
2. Fiz. Khim. Gran. Raz. Kontak. Faz.
3. Ofitserov · Iz. Vuz. Tsvet. Metall. · 1968 · 11 · 130
4. Sukhman · Russ. Metall. · 1972 · 45
5. Khokonov · Dan. SSSR. · 1973 · 210 · 899
6. Pokrovskii · Russ. J. Phys. Chem. · 1960 · 34 · 592
7. Koval’chuk · Russ. J. Phys. Chem. · 1968 · 42 · 918
8. Ozniev · Fiz. Mezhfaz. Yav. · 1980 · 76
9. Kononenko · Russ. J. Phys. Chem. · 1972 · 46 · 911
10. Dadashev · Iz. Vuz. Tsvet. Metall. · 1984 · 121
11. Ibragimov · Poverkh. Natya. Plotno. Troin. Metall. Sistem. V. Ki: Teploprov. Diffuz. Tekhnol. Prots. Riga. Rizhsk. Politekhn. Int-t. · 1977 · 29
12. Ansara · CALPHAD · 1978 · 2 · 110.1016/0364-5916(78)90002-0 ↗
13. Hillert · CALPHAD · 1980 · 4 · 110.1016/0364-5916(80)90016-4 ↗
14. Qiao · J. Phase Equilib. · 1996 · 17 · 50210.1007/BF02665997 ↗
15. Peng · CALPHAD · 1998 · 22 · 45910.1016/S0364-5916(99)00005-X ↗
16. Hu · J. Univ. Sci. Technol. Beijing · 1990 · 12 · 558
17. Surface tension calculation of the Ni3S2–FeS–Cu2S mattes10.1016/S0364-5916(01)00016-5 ↗
18. Kohler · Monatsh. Chem. · 1960 · 91 · 73810.1007/BF00899814 ↗
19. Toop · Trans. AIME · 1965 · 233 · 738
20. Redlich · Ind. Eng. Chem. · 1948 · 40 · 34510.1021/ie50458a036 ↗
21. Chou · CALPHAD · 1996 · 20 · 39510.1016/S0364-5916(97)00002-3 ↗
22. Keene · 1993
23. Butler · Proc. R. Soc. · 1932 · A 135 · 34810.1098/rspa.1932.0040 ↗
24. Tanaka · Metallkd. · 1996 · 87 · 380
25. Lupis · 1983
26. Anderson · J. Phase Equilib. · 1991 · 12 · 6410.1007/BF02663677 ↗
27. Anderson · J. Phase Equilib. · 1992 · 13 · 18110.1007/BF02667485 ↗
28. Thermodynamic assessments of the Sn–In and Sn–Bi binary systems10.1007/BF02666734 ↗
29. Y. Xie, Ph.D. Thesis, University of Science & Technology Beijing, 1999
30. L. Yan, Ph.D. Thesis, University of Science & Technology Beijing, 2000