从有序到无序:稀释三角形晶格Ba3CoNb2O9的磁相演化。

Akhil N, Dheeraj Ranaut, Sharath Kumar Channarayappa, Deepshikha Jaiswal-Nagar
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引用次数: 0

摘要

磁晶格稀释为研究非常规磁相的存在提供了一个平台,因为稀释有望破坏常规磁秩序,并在交换相互作用中产生随机性。在这种情况下,我们研究了非磁性Zn2+掺杂对有效自旋(Jeff) - 1 / 2几何受挫三角形晶格Ba3CoNb2O9的影响。通过x射线衍射研究证实了纯单相的成功形成和晶体对称性的保持。磁化率测量证实了Jeff =½态的持久性,以及与无序态对应的临界浓度(xc = 0.4)对反铁磁(AFM)有序的抑制。等温磁化(M (H))进一步证实了在x = 0.4以上从AFM到无序态的转变。与此同时,在M (H)曲线的饱和区观察到一个与自旋-倒跃迁相同的场致跃迁,随着浓度的增加,该跃迁变得更加明显。磁晶格的稀释导致交换相互作用的随机性,减少了自旋之间的AFM耦合,从而降低了自旋重定向的能量势垒,并产生了这些独特的自旋-翻转跃迁。我们的研究结果强调了磁稀释在调节受挫和交换相互作用之间的平衡中的作用,为量子磁体的这种场驱动行为提供了见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
From order to disorder: magnetic phase evolution of diluted triangular lattice Ba3CoNb2O9.

Magnetic lattice dilution in geometrically frustrated systems provides a platform to investigate the presence of unconventional magnetic phases as the dilution is expected to destabilize the conventional magnetic order and creates randomness in exchange interactions. In this context, we have investigated the impact of non-magnetic Zn2+ doping on an effective spin (Jeff) - ½ geometrically frustrated triangular lattice Ba3CoNb2O9. The successful formation of pure single phase and preservation of crystal symmetry is confirmed via X-ray diffraction studies. Magnetic susceptibility measurements confirm the persistence of Jeff = ½ state, along with the suppression of antiferromagnetic (AFM) ordering with the critical concentration (xc = 0.4) corresponding to disordered state. This transition from AFM to disordered state above x = 0.4 is further confirmed from isothermal magnetization (M (H)). Along with this, a field-induced transition identical to a spin-flop transition is observed in the saturation region of M (H) curves which become more dominant for higher concentration. The dilution of magnetic lattice results in randomness in exchange interactions with reduced AFM coupling between the spins which lowers the energy barrier for spin reorientation and gives rise to these unique spin-flop transitions. Our results highlight the role of magnetic dilution in tuning the balance between frustration and exchange interactions, offering insight into such field-driven behavior of quantum magnets. .

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