首页> 外文期刊>Intermetallics >Comment on the paper 'Experimental determination of phase equilibrium in the Fe-Co-Sb ternary system' by Pongsaton Amornpitoksuk, Hongxiao Li, Jean-Claude Tedenac, Suzana G. Fries, Didier Ravot (Intermetallics 15 (2007) 475-78)
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Comment on the paper 'Experimental determination of phase equilibrium in the Fe-Co-Sb ternary system' by Pongsaton Amornpitoksuk, Hongxiao Li, Jean-Claude Tedenac, Suzana G. Fries, Didier Ravot (Intermetallics 15 (2007) 475-78)

机译:Pongsaton Amornpitoksuk,Honghong Li,Jean-Claude Tedenac,Suzana G.Fries,Didier Ravot对论文“ Fe-Co-Sb三元体系中相平衡的实验确定”的评论(金属间化合物15(2007)475-78)

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In their paper "Experimental determination of phase equilibrium in the Fe-Co-Sb ternary system" Amornpitoksuk et al. [1] describe phase equilibria in the ternary Co-Fe-Sb system along three isopleths (see Fig. 1 in Ref. [1]), among them one at a constant Sb content of 30 at. percent in the temperature range between 950 and 1200 deg C. We think that this isopleth, as it is shown in Fig. 4 in Ref. [1], must be wrong. The diagram shows a continuous two-phase field labeled (bcc-A_2 + B8) extending from 0 at. percent Fe (Co_(0.7)Sb_(0.3)) to 70 at. percent Fe (Fe_(0.7)Sb_(0.3)). As it is well known, Co crystallizes above 422 deg C in an fcc (Al) cubic lattice, whereas bcc (A2) Co is metastable over the entire temperature range [2]. In the literature, the binary Co-Sb phase diagram shows at 30 at. percent Sb a two-phase field (fcc-Co + B8) which ends in a eutectic reaction L = fcc-Co + B8 at 1113 deg C (according to Massalski et al. [3]) or 1118 deg C (according to Hanninger et al. [4]), whereas in Fig. 4 of Ref. [1] an invariant reaction is indicated in the Co-Sb binary system that involves the three phases L, bcc-A2, and B8. Looking at the binary Fe-Sb phase diagram, one can see that at 30 at. percent Sb a two-phase field (bcc-Fe + B8) exists up to the eutectic temperature of 996 [5] or 1009 deg C [6], and the fcc Al-structure is limited to a very narrow composition range forming a so-called gamma-loop. This is a clear proof that a continuous two-phase field (bcc-A2 + B8), as it is given in Fig. 4 of the paper, is impossible.
机译:在Amornpitoksuk等人的论文“ Fe-Co-Sb三元体系中相平衡的实验确定”中。文献[1]描述了三元钴铁-锑-锑系统中沿三个等值线的相平衡(参见参考文献[1]中的图1),其中一个处于恒定的锑含量为30 at。在950到1200摄氏度之间的温度范围内的百分比。我们认为这个等值线,如图4所示。 [1],一定是错的。该图显示了标记为(bcc-A_2 + B8)的连续两相磁场,从0 at开始延伸。铁百分比(Co_(0.7)Sb_(0.3))至70 at。铁百分比(Fe_(0.7)Sb_(0.3))。众所周知,Co在422摄氏度以上以fcc(Al)立方晶格结晶,而bcc(A2)Co在整个温度范围内都是亚稳态的[2]。在文献中,二元Co-Sb相图显示在30 at。 Sb百分比的两相场(fcc-Co + B8)终止于共晶反应L = fcc-Co + B8,在1113摄氏度(根据Massalski等人[3])或1118摄氏度(根据Hanninger)等人[4]),而在参考文献的图4中。 [1]在Co-Sb二元系统中指示出不变的反应,涉及三个相L,bcc-A2和B8。查看二元Fe-Sb相图,可以看到在30 at处。 Sb百分比存在一个两相场(bcc-Fe + B8),直到共晶温度996 [5]或1009℃[6],并且fcc Al结构仅限于非常窄的组成范围,因此称为伽玛环这是一个清晰的证据,证明不可能实现连续两相磁场(bcc-A2 + B8),如本文图4所示。

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