TY - JOUR
T1 - Experimental determination of the saturation polarization and the anisotropy field in ThMn12-type magnets using the LAFS method
AU - Kuno, T.
AU - Suzuki, S.
AU - Urushibata, K.
AU - Kobayashi, K.
AU - Sugimoto, S.
N1 - Funding Information:
This paper is partially based on results obtained from the future pioneering program “Development of magnetic materials technology for high-efficiency motors,” commissioned by the New Energy and Industrial Technology Development Organization (NEDO).
Publisher Copyright:
© 2019 Elsevier B.V.
PY - 2020/3/15
Y1 - 2020/3/15
N2 - The law of approach to ferromagnetic saturation (LAFS) method is required for the accurate measurement of the magnetic properties of magnetically isotropic materials. In this study, we examined the accuracy of the following two LAFS methods for determining the saturation polarization (Js) and anisotropy field (Ha) of isotropic magnets: (1) the method based on the relationship between polarization (J) and applied field (H; 1/H2); and (2) the method based on the relationship between susceptibility (dJ/dH) and 1/H3. We used an isotropic magnet prepared from a commercial ferrite magnet powder with well-known magnetic properties and low Ha as a standard magnet for evaluating the two LAFS methods. Then, we measured the Js and Ha values of our -Ti0.7 compounds with a ThMn12 structure, (Nd0.8Zr0.2)(Fe0.9Co0.1)11.3Ti0.7N1.5 and (Sm0.9Zr0.1)(Fe0.8Co0.2)11.3Ti0.7, including in the high-temperature region (>373 K), where the reduction of Ha was observed. Finding the adequate maximum magnetic fields, where the Js and Ha values obtained by the two LAFS methods agree well, is important for the proper application of the method to isotropic magnet samples. The results of the LAFS methods revealed that the Js values of the new compounds are similar at RT, but higher than that of the Nd2Fe14B phase in the high-temperature region. Because the -Ti0.7 compounds are almost α-(Fe,Co)-phase-free, their Ha values are also higher than that of Nd2Fe14B over the whole temperature region.
AB - The law of approach to ferromagnetic saturation (LAFS) method is required for the accurate measurement of the magnetic properties of magnetically isotropic materials. In this study, we examined the accuracy of the following two LAFS methods for determining the saturation polarization (Js) and anisotropy field (Ha) of isotropic magnets: (1) the method based on the relationship between polarization (J) and applied field (H; 1/H2); and (2) the method based on the relationship between susceptibility (dJ/dH) and 1/H3. We used an isotropic magnet prepared from a commercial ferrite magnet powder with well-known magnetic properties and low Ha as a standard magnet for evaluating the two LAFS methods. Then, we measured the Js and Ha values of our -Ti0.7 compounds with a ThMn12 structure, (Nd0.8Zr0.2)(Fe0.9Co0.1)11.3Ti0.7N1.5 and (Sm0.9Zr0.1)(Fe0.8Co0.2)11.3Ti0.7, including in the high-temperature region (>373 K), where the reduction of Ha was observed. Finding the adequate maximum magnetic fields, where the Js and Ha values obtained by the two LAFS methods agree well, is important for the proper application of the method to isotropic magnet samples. The results of the LAFS methods revealed that the Js values of the new compounds are similar at RT, but higher than that of the Nd2Fe14B phase in the high-temperature region. Because the -Ti0.7 compounds are almost α-(Fe,Co)-phase-free, their Ha values are also higher than that of Nd2Fe14B over the whole temperature region.
KW - Law of approach to ferromagnetic saturation (LAFS)
KW - Magnetic anisotropy field (H)
KW - Saturation polarization (J)
KW - Sufficient field for the LAFS method (H)
KW - ThMn compounds
UR - http://www.scopus.com/inward/record.url?scp=85075383931&partnerID=8YFLogxK
UR - http://www.scopus.com/inward/citedby.url?scp=85075383931&partnerID=8YFLogxK
U2 - 10.1016/j.jmmm.2019.166114
DO - 10.1016/j.jmmm.2019.166114
M3 - Article
AN - SCOPUS:85075383931
SN - 0304-8853
VL - 498
JO - Journal of Magnetism and Magnetic Materials
JF - Journal of Magnetism and Magnetic Materials
M1 - 166114
ER -