output
20022026
most citedA deep convolutional neural network model for rapid prediction of fluvial flood inundation

368 citations

Showing 2024Show all

31 papers · 1 filter

cond-mat.soft20246 cited

Coexisting multiphase and interfacial behaviour of ouzo

David N. Sibley, Benjamin D. Goddard, Fouzia F. Ouali +2

Multi-component liquid mixtures can be both complex and fascinating, with some systems being amenable to simple experimentation at home, giving valuable insight into fundamental as…

cond-mat.mes-hall202412 cited

Fractional Skyrmion Tubes in Chiral-Interfaced Three-Dimensional Magnetic Nanowires

John Fullerton, Naëmi Leo, Jakub Jurczyk +9

Magnetic skyrmions are chiral spin textures with rich physics and great potential for unconventional computing. Typically, skyrmions form in bulk crystals with reduced symmetry or…

physics.flu-dyn20245 cited

Hydrodynamic density-functional theory for the moving contact-line problem reveals fluid structure and emergence of a spatially distinct pattern

Andreas Nold, Benjamin D. Goddard, David N. Sibley +1

Understanding the nanoscale effects controlling the dynamics of a contact line -- defined as the line formed at the junction of two fluid phases and a solid -- has been a longstand…

math.AG2024

Bilinear secants and birational geometry of blowups of

Elisa Postinghel, Artie Prendergast-Smith

We introduce bilinear secant varieties and joins of subvarieties of products of projective spaces, as a generalisation of the classical secant varieties and joins of projective var…

physics.app-ph20242 cited

Remote-sensing based control of 3D magnetic fields using machine learning for in-operando applications

Miguel A. Cascales Sandoval, J. Jurczyk, L. Skoric +6

In-operando techniques enable real-time measurement of intricate physical properties at the micro- and nano-scale under external stimuli, allowing the study of a wide range of mate…

math.SP2024

Eigenvalue bounds for Schrödinger operators with complex potentials on compact manifolds

Jean-Claude Cuenin

We prove eigenvalue bounds for Schrödinger operator on compact manifolds with complex potentials . The bounds depend only on an -norm of the potential, and they ar…