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(a) Connecting Cr octahedron and Cu tetrahedron within the unit cell. (b) Distortion of CuO 4 tetrahedra driven by the J-T effect. (c) Lifting of orbital degeneracy of d orbitals in the tetrahedral coordination due to J-T effect.

(a) Connecting Cr octahedron and Cu tetrahedron within the unit cell. (b) Distortion of CuO 4 tetrahedra driven by the J-T effect. (c) Lifting of orbital degeneracy of d orbitals in the tetrahedral coordination due to J-T effect.

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We observe a ferroelectric (FE) order in an unexplored CuCr2O4 with a reasonably high value of the FE Curie temperature (TFE) at 170 K, which is also much higher than the magnetic ordering temperature. The systematic substitution of Jahn-Teller (J-T) active divalent Cu ion by a non-Jahn-Teller active divalent Co ion causes a systematic shift of TFE...

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... It will enhance the compounds' qualities. For instance, improved multiferroicity is demonstrated by CuCr 2 O 4 doped with Co, [13][14][15]. Additionally, CuCr 2 O 4 substituted with rare-earth ions yields positive findings for structural and vibrational [16]. The influence of Jahn-Teller and structural frustration effects is examined on the structural and magnetic ground states of substituted spinels (Cu, A)Cr 2 O 4 , (A = Mn/Ni) [17][18][19][20][21]. ...
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... Firstly, we will substitute Cu 2+ ions with ferromagnetic transition metal Co 2+ ions. Thus, we can compare our results with those of Ref. [8] and check our model. By doping with Co 2+ ions (0.65Ȧ [30]), which radius is smaller than that of the Cu 2+ ion (0.73Ȧ [31]), there appears a compressive strain. ...
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... Notably, an absence of external E during the signalmeasurements helps in avoiding possible spurious contributions due to free-carrier currents. This linear T -ramp method or Byer-Roundy method [21], has been widely adopted in many studies [16,18,[22][23][24][25][26][27][28][29][30][31] in the past. In addition, laser assisted heating techniques are also an alternative for I P vs. T measurements. ...
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The magnetic order and phase transitions in the normal spinel system Ni1−xCuxCr2O4 are studied by powder-neutron and x-ray diffraction, as well as by magnetization measurements to get a complete magnetic phase diagram. For chromites with x(Cu) > 0.5 a canted antiferromagnetic phase of Cr appears first, followed by the onset of ferromagnetism in the Cu sublattice at lower temperature forming a ferrimagnetic lattice. Conversely, with x(Cu) < 0.5 the ferrimagnetic order between the Cr and Cu spins occurs at the higher ordering temperature followed by the onset of antiferromagnetic order in the Cr sublattice. Apart from the crossing of the two boundary lines of the transition temperatures at x(Cu) = 0.50 a compensation point of the ferrimagnetic moments is determined at x(Cu) = 0.60, where the spontaneous magnetization has almost completely vanished. Most remarkable is the antiferromagnetic Cr ordering on the orthorhombic distorted pyrochlore lattice for samples in the x(Cu) range from 0 to 0.12 due to the large variety of coexisting magnetic phases. In the magnetic ground state of NiCr2O4 two commensurate antiferromagnetic structures with the propagation vectors k = (0,0,1) and (½,½,½) coexist. With increasing Cu content from x(Cu) = 0 to 0.09 these phases undergo a transition to another commensurate structure with k = 0 via two coexisting incommensurate magnetic phases with the vectors k = (0,0,kz) and k = (0,ky,kz). The different magnetic phases are discussed qualitatively based on the lattice dimensions depending on the concentration ratio of two Jahn-Teller ions at the tetrahedral A site, where Ni2+ causes elongated and Cu2+ compressed tetragonal lattice distortions. Further, magnetoelasticity studies on selected samples indicate that the magnetically induced lattice strains follow the symmetry of the underlying Jahn-Teller distorted lattices.