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1. Topographic Influences on the Wind-Driven Exchange between Marginal Seas and the Open Ocean

   https://doi.org/10.1175/JPO-D-21-0058.1  

   Guo, H (December 2021, Journal of Physical Oceanography)

   Abstract The wind-driven exchange through complex ridges and islands between marginal seas and the open ocean is studied using both numerical and analytical models. The models are forced by a steady, spatially uniform northward wind stress intended to represent the large-scale, low-frequency wind patterns typical of the seasonal monsoons in the western Pacific Ocean. There is an eastward surface Ekman transport out of the marginal sea and westward geostrophic inflows into the marginal sea. The interaction between the Ekman transport and an island chain produces strong baroclinic flows along the island boundaries with a vertical depth that scales with the ratio of the inertial boundary layer thickness to the baroclinic deformation radius. The throughflows in the gaps are characterized by maximum transport in the center gap and decreasing transports toward the southern and northern tips of the island chain. An extended island rule theory demonstrates that throughflows are determined by the collective balance between viscosity on the meridional boundaries and the eastern side boundary of the islands. The outflowing transport is balanced primarily by a shallow current that enters the marginal sea along its equatorward boundary. The islands can block some direct exchange and result in a wind-driven overturning cell within the marginal sea, but this is compensated for by eastward zonal jets around the southern and northern tips of the island chain. Topography in the form of a deep slope, a ridge, or shallow shelves around the islands alters the current pathways but ultimately is unable to limit the total wind-driven exchange between the marginal sea and the open ocean. 

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2. Shelf–Open Ocean Exchange Forced by Wind Jets

   https://doi.org/10.1175/JPO-D-17-0161.1  

   Spall, Michael A.; Pedlosky, Joseph (January 2018, Journal of Physical Oceanography)
3. Odd-Parity Magnetism Driven by Antiferromagnetic Exchange

   https://doi.org/10.1103/zk69-k6b2  

   Yu, Yue; Lyngby, Magnus B; Shishidou, Tatsuya; Roig, Mercè; Kreisel, Andreas; Weinert, Michael; Andersen, Brian M; Agterberg, Daniel F (July 2025, Physical Review Letters)

   Realizing odd-parity, time-reversal-preserving, nonrelativistic spin splitting is a central goal for spintronics applications. We propose a group-theory-based microscopic framework to induce odd-parity spin splitting from coplanar antiferromagnetic (AFM) states without spin-orbit coupling (SOC). We develop phenomenological models for 421 conventional period-doubling AFM systems in nonsymmorphic space groups and construct minimal microscopic models for 119 of these. We find that these AFM states can attain three possible competing ground states. These ground states all break symmetries in addition to those broken by the usual AFM order. Specifically, they give rise to either odd-parity spin-splitting, nematic order, or scalar odd-parity order related to multiferroicity. Our microscopic theories reveal that the oddparity spin-splitting energy scale is generically large and further reveal that the scalar odd-parity order gives a nonzero Berry curvature dipole without SOC. We identify 67 materials in the Magndata database for which our theory applies. We provide density-functional theory (DFT) calculations on Fe-based materials that reveal an h-wave spin splitting consistent with our symmetry arguments and apply our microscopic model to determine the nonrelativistic Edelstein response for CeNiAsO. 

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4. On Wind‐Driven Energetics of Subtropical Gyres

   https://doi.org/10.1029/2020MS002329  

   Jamet, Q.; Deremble, B.; Wienders, N.; Uchida, T.; Dewar, W. K. (April 2021, Journal of Advances in Modeling Earth Systems)

   null (Ed.)
5. Wind‐driven freshwater export at Cape Farewell

   https://doi.org/10.1029/2021JC018309  

   Duyck, E.; Gelderloos, R.; Jong, M. F. (April 2022, Journal of Geophysical Research: Oceans)