Topology Restricts Quasidegeneracy in Sheared Square Colloidal Ice
ORAL
Abstract
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Recovery of ground-state degeneracy in two-dimensional square ice is a significant challenge in the field of geometric frustration with far-reaching fundamental implications, such as realization of vertex models and understanding the effect of dimensionality reduction. We combine experiments, theory, and numerical simulations to demonstrate that sheared square colloidal ice partially recovers the ground-state degeneracy for a wide range of field strengths and lattice shear angles. Our method could inspire engineering a novel class of frustrated micro- and nano-structures based on sheared magnetic lattices in a wide range of soft- and condensed-matter systems. Reference: Phys. Rev. Lett. 124, 238003 (2020).</div>
Recovery of ground-state degeneracy in two-dimensional square ice is a significant challenge in the field of geometric frustration with far-reaching fundamental implications, such as realization of vertex models and understanding the effect of dimensionality reduction. We combine experiments, theory, and numerical simulations to demonstrate that sheared square colloidal ice partially recovers the ground-state degeneracy for a wide range of field strengths and lattice shear angles. Our method could inspire engineering a novel class of frustrated micro- and nano-structures based on sheared magnetic lattices in a wide range of soft- and condensed-matter systems. Reference: Phys. Rev. Lett. 124, 238003 (2020).</div>
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Presenters
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Yair Shokef
Tel Aviv University
Authors
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Erdal C. Oguz
Tel Aviv University
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Antonio Ortiz ambriz
Univ de Barcelona, Departament de Fisica de la Materia Condensada, Universitat de Barcelona
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Hadas Shem-Tov
Tel Aviv University
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Eric Babia-Soler
Departament de Fisica de la Materia Condensada, Universitat de Barcelona
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Pietro Tierno
Univ de Barcelona, Departament de Fisica de la Materia Condensada, Universitat de Barcelona
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Yair Shokef
Tel Aviv University