Finite memory in velocity-gradient reconstruction generates curvature and holonomy that drives measurable irreversible transport in locally irrotational periodic flows, controlled by the phase-mismatch parameter ωτ_m.
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Enhanced thermal stability in platinum oxides after a structural transition arises from a shift to an isostatic elastic network that forms a commensurate Moiré superlattice with the substrate and relaxes elastic energy.
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Memory-Induced Curvature Drives Irreversible Transport in Irrotational Flows
Finite memory in velocity-gradient reconstruction generates curvature and holonomy that drives measurable irreversible transport in locally irrotational periodic flows, controlled by the phase-mismatch parameter ωτ_m.
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Mechanical Origin of High-Temperature Thermal Stability in Platinum Oxides
Enhanced thermal stability in platinum oxides after a structural transition arises from a shift to an isostatic elastic network that forms a commensurate Moiré superlattice with the substrate and relaxes elastic energy.