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Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons

Year 2020, Volume: 15 Issue: 1, 20 - 28, 18.01.2020

Abstract

Β  Β  Β An effective method of studying the properties
of zonal magnets is to affect the magnet by the
-Β exchange field. The
investigation of the impact of an
-Β exchange
field on the behavior of zonal metamagnetic
Β was the
objectives of this work. Gadolinium was used as a magnetizing element to
exclude the effect of a crystal field. Therefore, in this work, the magnetic
properties of the system
Β were
studied.
The
measurement results showed that, as
Β is substituted for ,
the field
Β decreases monotonically. The magnetization of
the
-subsystem
exceeds that of the
-subsystem
,
then the magnetic moment of the
-subsystem
is oriented parallel to the external field, while the moment of the
-subsystem
is antiparallel to the latter, here the
Β exchange interaction leads to a decrease in
the metamagnetic transition field. The exchange field
Β helps the external field with magnetization.
When
,
the magnetization of the
-subsystem
is oriented along the field. The external field does not magnetize the
-subsystem,
but demagnetizes it, and then to be magnetized parallel to this field. When
these compounds become magnetically ordered, the magnetization degrees of
-
ΠΈ
-subsystems
equalize in the concentration zone. The dependence of the magnetic moment of
the compositions of the
-subsystem
on the content of gadoliniums increases linearly with the increasing content of
gadolinium, which is due to the increasing effective field affecting the
-subsystem.
The data for the systems with different content of aluminum within an error are
on the line.

References

  • [1] Levitin, R.Z. and Markosyan, A.S., (1988). Usp. Fiz. Nauk 155, 623. (Sov. Phys. Usp. 31:730).
  • [2] Goto, T., Fukamichi, K., Sakakibara, T., and Komatsu, H., (1989). Sol. St. Comm. V. 72. P. 945.
  • [3] Murata, K., Fukamichi, K., Komatsu, H., at al., (1991). J. Phys.: Condens. Mater. V. 3. P. 2515.
  • [4] Bloch, D., Edwards, D.M., Shimisu, M., and Voiron, J., (1975). J. Phys. F. V. 5. P. 1217.
  • [5] Kirchmaier, K.R. and Poldi, K.A., (1982). Physics and Chemistry of Rare-Earth Elements, K.A. Gschneider and L. Airing, eds., Moscow: Metallurgiya.
  • [6] Duc, N.H., Hien, T.D., Brommer, P.E., and France, J.J.M., (1998). L. Phys. F.V. 18. P. 275.
  • [7] Aleksandryan, V.V., Lagutin, A.S., Levitin, R.Z., at al., (1985). Zh. Eksp. Teor. Fiz. 89, 271. Sov. Phys. JETP 62, 153.
  • [8] Ballou, R., Barbara, B., Gamishidze, Z.M., Lemaire, R., Levitin, R.Z., and Markosyan, A.S., (1993). J. Magn. Magn. Mater. 119, 294.
  • [9] Goto, T., Aruga Katori, H., Koui, K., Levitin, R.Z., Markosyan, A.S., and Gamishidze, Z.M., (1994). Field-induced Transitions of Y_(1-t) γ€–Gdγ€—_t γ€–(γ€–Coγ€—_(1-0.93) γ€–Alγ€—_0.07)γ€—_2 in Ultrahigh Magnetic Fields up to 100T, Phys B 201.
Year 2020, Volume: 15 Issue: 1, 20 - 28, 18.01.2020

Abstract

An effective method of studying the properties of zonal magnets is to affect the magnet by the 𝑓-𝑑 exchange field. The investigation of the impact of an 𝑓-𝑑 exchange field on the behavior of zonal metamagnetic π‘ŒπΆπ‘œ2 was the objectives of this work. Gadolinium was used as a magnetizing element to exclude the effect of a crystal field. Therefore, in this work, the magnetic properties of the system π‘Œ1βˆ’π‘‘πΊπ‘‘π‘‘(πΆπ‘œ1βˆ’π‘₯𝐴ℓπ‘₯)2 were studied. The measurement results showed that, as π‘Œ is substituted for 𝐺𝑑, the field π»π‘š decreases monotonically. The magnetization of the 𝑑-subsystem exceeds that of the 𝑓-subsystem (𝑀𝑑>𝑑𝑀𝑓), then the magnetic moment of the 𝑑-subsystem is oriented parallel to the external field, while the moment of the 𝑓-subsystem is antiparallel to the latter, here the π‘“βˆ’π‘‘ exchange interaction leads to a decrease in the metamagnetic transition field. The exchange field π»π‘“βˆ’π‘‘ helps the external field with magnetization. When 𝑀𝑑<𝑑𝑀𝑓, the magnetization of the 𝑓-subsystem is oriented along the field. The external field does not magnetize the 𝑑-subsystem, but demagnetizes it, and then to be magnetized parallel to this field. When these compounds become magnetically ordered, the magnetization degrees of 𝑓- ΠΈ 𝑑-subsystems equalize in the concentration zone. The dependence of the magnetic moment of the compositions of the 𝑑-subsystem on the content of gadoliniums increases linearly with the increasing content of gadolinium, which is due to the increasing effective field affecting the 𝑑-subsystem. The data for the systems with different content of aluminum within an error are on the line.

References

  • [1] Levitin, R.Z. and Markosyan, A.S., (1988). Usp. Fiz. Nauk 155, 623. (Sov. Phys. Usp. 31:730).
  • [2] Goto, T., Fukamichi, K., Sakakibara, T., and Komatsu, H., (1989). Sol. St. Comm. V. 72. P. 945.
  • [3] Murata, K., Fukamichi, K., Komatsu, H., at al., (1991). J. Phys.: Condens. Mater. V. 3. P. 2515.
  • [4] Bloch, D., Edwards, D.M., Shimisu, M., and Voiron, J., (1975). J. Phys. F. V. 5. P. 1217.
  • [5] Kirchmaier, K.R. and Poldi, K.A., (1982). Physics and Chemistry of Rare-Earth Elements, K.A. Gschneider and L. Airing, eds., Moscow: Metallurgiya.
  • [6] Duc, N.H., Hien, T.D., Brommer, P.E., and France, J.J.M., (1998). L. Phys. F.V. 18. P. 275.
  • [7] Aleksandryan, V.V., Lagutin, A.S., Levitin, R.Z., at al., (1985). Zh. Eksp. Teor. Fiz. 89, 271. Sov. Phys. JETP 62, 153.
  • [8] Ballou, R., Barbara, B., Gamishidze, Z.M., Lemaire, R., Levitin, R.Z., and Markosyan, A.S., (1993). J. Magn. Magn. Mater. 119, 294.
  • [9] Goto, T., Aruga Katori, H., Koui, K., Levitin, R.Z., Markosyan, A.S., and Gamishidze, Z.M., (1994). Field-induced Transitions of Y_(1-t) γ€–Gdγ€—_t γ€–(γ€–Coγ€—_(1-0.93) γ€–Alγ€—_0.07)γ€—_2 in Ultrahigh Magnetic Fields up to 100T, Phys B 201.
There are 9 citations in total.

Details

Primary Language English
Subjects Engineering
Journal Section Articles
Authors

Zaur Gamishidze 0000-0001-8101-9704

Publication Date January 18, 2020
Published in Issue Year 2020 Volume: 15 Issue: 1

Cite

APA Gamishidze, Z. (2020). Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons. Physical Sciences, 15(1), 20-28.
AMA Gamishidze Z. Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons. Physical Sciences. January 2020;15(1):20-28.
Chicago Gamishidze, Zaur. β€œPhenomenom of The Magnetic Instabiliti in Some Magnets With Collectivized Electrons”. Physical Sciences 15, no. 1 (January 2020): 20-28.
EndNote Gamishidze Z (January 1, 2020) Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons. Physical Sciences 15 1 20–28.
IEEE Z. Gamishidze, β€œPhenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons”, Physical Sciences, vol. 15, no. 1, pp. 20–28, 2020.
ISNAD Gamishidze, Zaur. β€œPhenomenom of The Magnetic Instabiliti in Some Magnets With Collectivized Electrons”. Physical Sciences 15/1 (January 2020), 20-28.
JAMA Gamishidze Z. Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons. Physical Sciences. 2020;15:20–28.
MLA Gamishidze, Zaur. β€œPhenomenom of The Magnetic Instabiliti in Some Magnets With Collectivized Electrons”. Physical Sciences, vol. 15, no. 1, 2020, pp. 20-28.
Vancouver Gamishidze Z. Phenomenom of The Magnetic Instabiliti in Some Magnets with Collectivized Electrons. Physical Sciences. 2020;15(1):20-8.