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The surface tension of Fe-Y and Fe-C-Y alloys at 1550°C

TLDR
The surface tension of liquid Fe-Y and Fe-C-Y alloys containing 0 to 2 wt pct C and up to 8 wt Pct Y were measured at 1550°C with a sessile drop technique as discussed by the authors.
Abstract
The surface tensions of liquid Fe-Y and Fe-C-Y alloys containing 0 to 2 wt pct C and up to 08 wt pct Y were measured at 1550°C with a sessile drop technique Yttrium was found to be surface active in both Fe-Y and Fe-C-Y alloys in the composition ranges studied The addition of carbon reduces the surface tension of Fe-Y alloys

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Citations
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Journal ArticleDOI

Review of data for the surface tension of iron and its binary alloys

TL;DR: A review of the literature data pertaining to the surface tension of pure iron and iron binary alloys is presented in this article, where approximate surface activities of the alloying elements have been deduced.
Journal ArticleDOI

The diffusion of carbon in iron-carbon alloys at 1560°C

TL;DR: In this paper, the rate of absorption of carbon from CO-CO2 mixtures into stagnant liquid iron and of unidirectional dissolution of graphite into stag-nant liquid IR and iron-carbon alloys at 1560°C was measured.
Journal ArticleDOI

Associative adsorption on liquid iron

TL;DR: In this article, the depression of the surface tension of a liquid metal by a binary surface compound which is formed from a pair of solutes is considered and necessary thermodynamic equations are developed for the case in which the solutes are not separately surface active.
References
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Journal ArticleDOI

Application of Gibbs-Duhem equations to ternary systems

TL;DR: In this paper, a method for calculating activities, activity coefficients, and other partial molal properties for two components of a ternary system from experimental measurements of this property for the third component is presented.
Journal ArticleDOI

Surface properties of fused salts and glasses: i sessile-drop method for determining surface tension and density of viscous liquids at high temperatures *

TL;DR: In this article, the surface tension and gravity are the only forces acting on the drop, and the exact shape, surface, and volume may be computed from the tables of Bashforth and Adams.
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