1980
DOI: 10.1351/pac198052010073
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On sulfides and pnictides

Abstract: Abstract. -The three known varieties of FeS are described and some peculiar features of iron sulfide chnistry are discussed. One introduces the new tool of "similarity operators" for the study of the displacive transitions of FeS (Ta transition) and of MnAs (MnP NiAs type). In pnictides the transitions magnetic -'-non magnetic (MnP type) are first order in conformity with observed changes of volumes and of transition temperatures versus pressure and/or concentration.

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Cited by 6 publications
(3 citation statements)
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“…The room-temperature structure of troilite is also antiferromagnetic, with individual moments parallel to the crystallographic c axis (Hirahara & Murakami, 1958;Andresen et al, 1960;Bertaut, 1980). Combining with H 1 (as identified in Section 2.6) gives P " 6 6 0 2c 0 as the most likely magnetic space group with properties set out in Table 10. 3.2.…”
Section: Fes Troilitementioning
confidence: 98%
“…The room-temperature structure of troilite is also antiferromagnetic, with individual moments parallel to the crystallographic c axis (Hirahara & Murakami, 1958;Andresen et al, 1960;Bertaut, 1980). Combining with H 1 (as identified in Section 2.6) gives P " 6 6 0 2c 0 as the most likely magnetic space group with properties set out in Table 10. 3.2.…”
Section: Fes Troilitementioning
confidence: 98%
“…Below T N ∼ 588 K, FeS undergoes an antiferromagnetic (AFM) phase transition with spins perpendicular to the hexagonal axis (caxis) and around T s ∼445 K a spin-flip transition occurs where the spins align toward the c-axis [10]. At T α = 415 K a structural phase transition arises changing the crystal structure from the P 6 3 /mmc space group to the so-called troilite structure with space group P 62 c [11,12]. Interestingly, the opening of an energy band gap accompanies this structural phase change such as FeS also experiences a metal-insulator transition at T α .…”
mentioning
confidence: 99%
“…2 n'est conjugu6 d'un autre sous-groupe de la Fig. 2.de diffraction de rayons X tr6s pr6cis queBertaut (1956Bertaut ( , 1979 a pu ~liminer deux des possibilit6s et attribuer sfirement ~, FeS la structure d&riv~e relevant du sous-groupe P62c (A B, A + 2B, 2C; 213~ [Voir…”
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