Spin-chain magnetism and uniform Dzyaloshinsky-Moriya anisotropy in BaV$_3$O$_8$
Alexander A. Tsirlin

TL;DR
This study combines density-functional calculations and quantum Monte-Carlo simulations to establish a simple, non-frustrated model of weakly coupled spin chains in BaV$_3$O$_8$, revealing a uniform Dzyaloshinsky-Moriya anisotropy and specific superexchange pathways.
Contribution
The paper provides the first microscopic magnetic model of BaV$_3$O$_8$ that explains its magnetic properties and identifies the structural basis for uniform Dzyaloshinsky-Moriya interactions.
Findings
Intrachain coupling J ~ 38 K matches experimental data.
Superexchange occurs via V$^{+5}$O$_4$ tetrahedra despite longer V$^{+4}$--V$^{+4}$ distance.
Weak Dzyaloshinsky-Moriya anisotropy observed in BaV$_3$O$_8$.
Abstract
We report on the microscopic magnetic model of a spin-1/2 magnet BaVO. In contrast to earlier phenomenological analysis, our density-functional band-structure calculations combined with quantum Monte-Carlo simulations establish a relatively simple and non-frustrated model of weakly coupled spin chains with the intrachain coupling of 38 K and the Neel temperature of 6 K, both in excellent agreement with the experiment. The intrachain coupling between the spin-1/2 V ions takes place via two contiguous VO tetrahedra forming an extended superexchange pathway with the V--V distance of 7.44 A. Surprisingly, this pathway is preferred over shorter V--V connections, owing to peculiarities in the interacting orbitals of the magnetic V ions and V ions that are non-magnetic, but feature low-lying states…
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