1989
DOI: 10.1007/bf02385611
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Some theoretical considerations of the surface tension of liquid metals for metal matrix composites

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Cited by 25 publications
(4 citation statements)
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“…They observed that Ti not only improves wetting, but alloying with Cu in the range of 14-47 wt% will result in more than 100 • C of reduction in the melting point of the Cu-rich phase. At higher temperature (1000 • C) the wetting decreases slightly increasing the copper content, which can be related to the increases in the viscosity and the surface tension of the alloy [16], and the gradient of temperature has minor effect. This could be related to at higher temperature the solidus line is far, compare to the lower temperature and the gradient of temperature does not have great effect.…”
Section: Wetting and Spreading Kineticmentioning
confidence: 96%
“…They observed that Ti not only improves wetting, but alloying with Cu in the range of 14-47 wt% will result in more than 100 • C of reduction in the melting point of the Cu-rich phase. At higher temperature (1000 • C) the wetting decreases slightly increasing the copper content, which can be related to the increases in the viscosity and the surface tension of the alloy [16], and the gradient of temperature has minor effect. This could be related to at higher temperature the solidus line is far, compare to the lower temperature and the gradient of temperature does not have great effect.…”
Section: Wetting and Spreading Kineticmentioning
confidence: 96%
“…Eyring has shown that this approach can predict the thermodynamic properties of numerous liquids and pure liquid metals. The Eyring's approach in calculating the surface tension of a liquid metal was made by Schoutens, [12] who calculated the surface tension of pure liquid Al. He assumed that the probability of diatomic modules is extremely small, and as a consequence, the partition function for rotation is unity.…”
mentioning
confidence: 99%
“…Eyring has shown that this approach can predict the thermodynamic properties of a large number of liquids and pure liquid metals. The Eyring's approach in calculating the surface tension of a liquid metal was made by Schoutens [21], who calculated the surface tension of pure liquid Al.…”
Section: Theory and Modelmentioning
confidence: 99%