4.8 Article

Polaron Hopping Induced Giant Room-Temperature Magnetodielectric Effect in Disordered Rutile NiNb2O6

Journal

ADVANCED FUNCTIONAL MATERIALS
Volume 31, Issue 52, Pages -

Publisher

WILEY-V C H VERLAG GMBH
DOI: 10.1002/adfm.202108950

Keywords

equivalent circuit modeling; magnetoelectric coupling; paramagnetic; spin-lattice coupling

Funding

  1. Natural Science Foundation of China [21773205, U2002217]
  2. Key R&D program of Yunnan Province [2018BA068]
  3. Basic Research Program of Yunnan Province [202101AT070001]

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In disordered rutile NiNb2O6 ceramic, a giant room-temperature magnetodielectric effect is demonstrated due to spin-dependent polaron hopping, which can be controlled by an external magnetic field within a specific temperature range. These findings highlight the competition between polaron hopping activation, spin-lattice coupling, and spin thermal fluctuation in realizing the magnetodielectric effect.
A majority of the existing magnetodielectric (MD) effects based on spin-lattice coupling or magnetic transitions are either too weak or far below room temperature, which challenges the potential applications of MD materials. Here, a giant room-temperature MD coefficient of -62% at 1 Tesla (T) in disordered rutile NiNb2O6 (r-NiNb2O6) ceramic in terms of the spin-dependent polaron hopping is demonstrated. The r-NiNb2O6 exhibits a near-room-temperature dielectric relaxation, which is ascribed to the polaron-hopping-induced grain polarization. This dielectric relaxation process, strikingly, can be controlled by the external magnetic field (H = 1 T) at 220 K< T< 310 K, achieving a giant MD coefficient of -62% (at 10k Hz) at 298 K. Further systematic investigations on the magnetic, electrical, and magnetoelectric coupling properties attribute the MD effect in r-NiNb2O6 to a pure response of the spin-dependent polaron hopping to applied magnetic field. This clearly reveals that the MD effect is subject to a competition among the polaron hopping activation, spin-lattice coupling, and spin thermal fluctuation.

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