Abstract
A 2-Q antiferromagnetic order of the ferromagnetic dimers was found below T(N) = 2.9 K in the Shastry-Sutherland lattice BaNd(2)ZnS(5) by single crystal neutron diffraction. The magnetic order can be understood by the orthogonal arrangement of local Ising Nd spins, identified by polarized neutrons. A field was applied along [1 -1 0] to probe the observed metamagnetic transition in the magnetization measurement. The field decouples two magnetic sublattices corresponding to the propagation vectors q(1) = (½, ½, 0) and q(2) = (-½, ½, 0), respectively. Each sublattice shows a "stripe" order with a Néel-type arrangement in each single layer. The "stripe" order with q(1) remains nearly intact up to 6 T, while the other one with q(2) is suppressed at a critical field H(c) ~1.7 T, indicating a partial disorder. The H(c) varies with temperature and is manifested in the H-T phase diagram constructed by measuring the magnetization in BaNd(2)ZnS(5).