Model Equation for Solid Solubilities in Binary Non-Transition Metal Based Alloys

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  • Liao Shuzhi
    Department of Physics, Hunan Educational Institute Department of Physics, Hunan University Department of Chemistry and Chemical Engineering, Hunan University
  • Zhang Bangwei
    Department of Physics, Hunan University International Center for Materials Physics, Academia Sinica
  • Ouyang Yifang
    Department of Physics, Hunan University

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  • Model Equations for Solid Solubilities in Binary Non-Transition Metal Based Alloys
  • Model Equation for Solid Solubilities i

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Both parabola and ellipse separating schemes are used to study the solid solubilities for the binary alloy systems based on the 18 simple metals. It has been found that the soluble elements can be separated from the insoluble ones by a parabola y1=a−bx12 or an ellipse (x2−m)2⁄c2+(y2−n)2⁄d2=1. The results show that the overall reliabilities of the solid solubilities for the 1242 binary alloys based on the simple metals are 86.4 and 89% for the parabola and ellipse regularities, respectively. The constants m, n, c and d in the ellipse equation are discussed, which can be related to some appropriate parameters for each host metal respectively.

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