It is shown theoretically that magnetic Grüneisen parameter for the quantum orthorhombic paramagnet manifests features similar to the ones observed in many-body quantum spin systems at critical points. For the paramagnet with the strong coupling between the spin and electric subsystems, we have introduced the electric Grüneisen parameter, which is the characteristic of the electrocaloric effect in the system. The low-temperature behavior of both Grüneisen parameters is determined by the crossover points of the spectrum of the quantum paramagnet.
REFERENCES
1.
M.
Fiebig
, J. Phys. D Appl. Phys.
38
, R123
(2005
). 2.
W.
Eerenstein
, N. D.
Mathur
, and J. F.
Scott
, Nature
442
, 759
(2006
). 3.
K.
Wang
, J.-M.
Liu
, and Z.
Ren
, Adv. Phys.
58
, 321
(2009
). 4.
Y.
Tokura
, S.
Seki
, and N.
Nagaosa
, Rep. Prog. Phys.
77
, 076501
(2014
). 5.
S.
Dong
, J.-M.
Liu
, S.-W.
Cheong
, and Z.
Ren
, Adv. Phys.
64
, 519
(2015
). 6.
S.
Dong
, H.
Xiang
, and E.
Dagotto
, Nat. Sci. Rev.
6
, 629
(2019
). 7.
U.
Adem
, L.
Wang
, D.
Fausti
, W.
Schottenhamel
, P. H. M.
van Loosdrecht
, A.
Vasiliev
, L. N.
Bezmaternykh
, B.
Büchner
, C.
Hess
, and R.
Klingeler
, Phys. Rev. B
82
, 064406
(2010
). 8.
G. A.
Zvyagina
, K. R.
Zhekov
, I. V.
Bilych
, A. A.
Zvyagin
, L. N.
Bezmaternykh
, and I. A.
Gudim
, Fiz. Nizk. Temp.
36
, 376
(2010
) [Low Temp. Phys.
36, 296 (2010)]. 9.
T. N.
Gaydamak
, I. A.
Gudim
, G. A.
Zvyagina
, I. V.
Bilych
, N. G.
Burma
, K. R.
Zhekov
, and V. D.
Fil
, Phys. Rev. B
92
, 214428
(2015
). 10.
V. D.
Fil
, M. P.
Kolodyazhnaya
, G. A.
Zvyagina
, I. V.
Bilych
, and K. R.
Zhekov
, Phys. Rev. B
96
, 180407(R)
(2017
). 11.
L. D.
Landau
and E. M.
Lifshitz
, Electrodynamics of Conti-Nuous Media
(Pergamon Press
, Oxford, England
, 1984
). 12.
I. V.
Bilych
, M. P.
Klolodyazhnaya
, K. R.
Zhekov
, G. A.
Zvyagina
, V. D.
Fil
, and I. A.
Gudim
, Fiz. Nizk. Temp.
46
, 1092
(2020
) [Low Temp. Phys.
46, 923 (2020)]. 13.
A. A.
Zvyagin
and G. A.
Zvyagina
, Fiz. Nizk. Temp.
47
, 140
(2021
) [Low Temp. Phys.
47, 123 (2021)]. 14.
A. A.
Zvyagin
, Fiz. Nizk. Temp.
47
, 322
(2021
) [Low Temp. Phys.
47, 294 (2021)]. 15.
A. A.
Zvyagin
and G. A.
Zvyagina
, Fiz. Nizk. Temp.
48
, 238
(2022
) [Low Temp. Phys.
48, 212 (2022)]. 16.
17.
L.
Zhu
, M.
Garst
, A.
Rosch
, and Q.
Si
, Phys. Rev. Lett.
91
, 066404
(2003
). 18.
M.
Garst
and A.
Rosch
, Phys. Rev. B
72
, 205129
(2005
). 19.
R.
Küchler
, P.
Gegenwart
, J.
Custers
, O.
Stockert
, N.
Caroca-Canales
, C.
Geibel
, J. G.
Sereni
, and F.
Steglich
, Phys. Rev. Lett.
96
, 256403
(2006
). 20.
A.
Steppke
, R.
Küchler
, S.
Lausberg
, E.
Lengyel
, L.
Steinke
, R.
Borth
, T.
Lühmann
, C.
Krellner
, M.
Nicklas
, C.
Geibel
, F.
Steglich
, and M.
Brando
, Science
339
, 93
(2013
). 21.
M.
Gen
, T.
Nomura
, D. I.
Gorbunov
, S.
Yasin
, P. T.
Cong
, C.
Dong
, Y.
Kohama
, E. L.
Green
, J. M.
Law
, M. S.
Henriques
, J.
Wosnitza
, A. A.
Zvyagin
, V. O.
Cheranovskii
, R. K.
Kremer
, and S.
Zherlitsyn
, Phys. Rev. Res.
1
, 033065
(2019
). 22.
G.
Gomes
, L.
Squillante
, A. C.
Seridonio
, A.
Ney
, R. E.
Lagos
, and M.
de Souza
, Phys. Rev. B
100
, 054446
(2019
). 23.
A. A.
Zvyagin
, Quantum Theory of One-Dimensional Spin Systems
, (Cambridge Scientific Publishers
, Cambridge
, 2010
).© 2022 Author(s). Published under an exclusive license by AIP Publishing.
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