4.6 Article

Unraveling the nature of ferrimagnetism and associated exchange interactions in distorted honeycomb Ni4Nb2O9

期刊

PHYSICAL REVIEW B
卷 106, 期 13, 页码 -

出版社

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevB.106.134418

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资金

  1. FIST program of the Department of Science and Technology, India [SR/FST/PSII-020/2009, SR/FST/PSII-037/2016]
  2. Ministry of Education (MoE), Government of India through the Prime Minister's Research Fellowship (PMRF) May 2021 scheme
  3. Council of Scientific and Industrial Research (CSIR), Ministry of Science and Technology, Government of India [09/0731(13216)/2022-EMR-I]
  4. Swedish Research Council (VR) [2017-05030, 2021-03675]
  5. Central Instrument Facility (CIF) of the Indian Institute of Technology Guwahati
  6. North East Centre for Biological Sciences and Healthcare Engineering (NECBH) of the Indian Institute of Technology Guwahati
  7. Ministry of Education (MoE), Singapore [MOE2019-T2-1-058]
  8. National Research Foundation (NRF) [NRF-CRP212018-0003]
  9. Swedish Research Council [2021-03675] Funding Source: Swedish Research Council

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A study on the ferrimagnetic properties of Ni4Nb2O9 reveals that it is caused by two inequivalent Ni2+ ions with different magnetic moments. Experimental results and theoretical analysis of the temperature and magnetic field dependence of the magnetization, ac-magnetic susceptibility, and heat capacity provide new insights into the nature of the ferrimagnetism in Ni4Nb2O9.
Ferrimagnetism in orthorhombic Ni4Nb2O9 below its Neel temperature, T-FN similar to 76K is reported to result from two inequivalent Ni2+ ions having different magnetic moments. However, a clear understanding of the temperature variation of its magnetization [M(T)] for T > T-FN and T < T-FN in terms of a single set of exchange parameters is still lacking. In this work, experimental results obtained from a detailed analysis of the temperature and magnetic field dependence of magnetization [M(T, H)], ac-magnetic susceptibility [chi(ac)( f, T, H)], and heat-capacity [C-P(T, H)] measurements are combined with theoretical analysis to provide new insights into the nature of ferrimagnetism in Ni4Nb2O9. X-ray diffraction/Rietveld analysis of the prepared sample yielded the structural parameters of the orthorhombic crystal in agreement with previous studies, whereas x-ray photoelectron spectroscopy confirmed the Ni2+ and Nb5+ electronic states in Ni4Nb2O9. Analysis of chi(ac)(T) shows the paramagnetic-to-ferrimagnetic transition occurs at 76.5 K (T-FN), which increases with applied field H as T-FN proportional to H-0.35 due to the coupling of the ferromagnetic component with H. For T > T-FN, the chi(dc) versus T data are fitted to the Neel's expression for ferrimagnets, yielding the g-factors for the two Ni2+ ions as g(A) = 2.47 and g(B) = 2.10. Also, the antiferromagnetic molecular field constants between the A and B sublattices were evaluated as N-AA = 26.31, N-BB = 8.59, and N-AB = 43.06, which, in turn, yield the antiferromagnetic exchange parameters: J(AA)/k(B) = 4.27 K, J(BB)/k(B) = 1.40 K, and J(AB)/k(B) = 6.98 K. For T < T-FN, the M versus T data clearly show the magnetic compensation point at T-COM similar to 33 K. The mathematical model presented here using the magnitudes of NAA, NBB, and NAB correctly predicts the position of T-COM as well the temperature variation of M both above and below T-COM. The data of C-P(T) versus T shows a lambda-type anomaly across T-FN. After subtracting the lattice contribution, the C-P(T) data are fitted to C-P = A(T - T-N)((-alpha)) yielding the critical exponent alpha = 0.14(0.12) for T < T-FN (T > T-FN), which is a characteristic of second-order phase transition. Magnetic entropy changes determined from the M-H isotherms shows that the applied field H enhances the magnetic ordering for T > T-FN and T < T-COM, but for T-COM < T < T-FN, the spin disorder increases with the increase in H. The temperature variation of the measured coercivity H-C(T) and remanence M-R(T) from 1.9 K to T-FN initially show a decreasing trend, becoming zero at T-COM, then followed by an increase and eventually becoming zero again at T-FN.

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