2009
DOI: 10.1016/j.cryogenics.2008.11.001
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Low temperature physical properties of a high Mn austenitic steel JK2LB

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Cited by 16 publications
(3 citation statements)
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“…12,63 The T N represents a magnetic transition temperature between anti-ferromagnetism and para-magnetism. Therefore, Jin et al 106 reviewed empirical equations for estimating the T N of austenitic stainless steels 107,108 and Fe-high Mn austenitic steels 12,109 ; they additionally measured the T N of austenitic Fe-17.9Mn-2.7C-(0, 2.2 and 4.3)Al (at.-%) TWIP steels, suggesting a more accurate predictive equation using 116 measured T N values as follows:…”
Section: Thermodynamics Calculationmentioning
confidence: 99%
“…12,63 The T N represents a magnetic transition temperature between anti-ferromagnetism and para-magnetism. Therefore, Jin et al 106 reviewed empirical equations for estimating the T N of austenitic stainless steels 107,108 and Fe-high Mn austenitic steels 12,109 ; they additionally measured the T N of austenitic Fe-17.9Mn-2.7C-(0, 2.2 and 4.3)Al (at.-%) TWIP steels, suggesting a more accurate predictive equation using 116 measured T N values as follows:…”
Section: Thermodynamics Calculationmentioning
confidence: 99%
“…The decrease in M(T) is rationalized in terms of the antiferromagnetism of the untransformed blocky austenite, which overcomes the expected increase due to the presence of α´and thin films. In such blocky austenite, much poorer in C than the thin films [23][24][25][26][27][28][29] the AF order is energetically favored between those Fe atoms of the austenite cell with less C neighbors [72,[75][76][77]. In the present case, the establishment of such AF order is also found to be around T N = −23°C (Néel temperature).…”
Section: Magnetic Behavior Versus γ→α' Transformationmentioning
confidence: 61%
“…The Larbalestier-King equation [5] was developed for Fe-Cr-Ni(-Mo) austenitic alloys and the Jones equation [8] may be considered an improvement because it contains C and N. In general, these equations are satisfactory for AusSSs (refer to [5,35] for the Larbalestier-King equation and [8,36] for the Jones equation. Application of these equations to the AusSSs designated as R011 and R021 in [37] also gives adequate results).…”
Section: Applicability Of the Empirical Formulae For Estimating T Neelmentioning
confidence: 99%