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Sidney R. Nagel

Researcher at University of Chicago

Publications -  315
Citations -  38095

Sidney R. Nagel is an academic researcher from University of Chicago. The author has contributed to research in topics: Granular material & Drop (liquid). The author has an hindex of 81, co-authored 307 publications receiving 34961 citations. Previous affiliations of Sidney R. Nagel include Schlumberger & Brown University.

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Stretchable Superhydrophobicity from Monolithic, Three-Dimensional Hierarchical Wrinkles

TL;DR: Stretchable superhydrophobicity was possible because of the monolithic nature of the hierarchical wrinkles as well as partial preservation of nanoscale structures under stretching.
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Frequency-domain study of physical aging in a simple liquid

TL;DR: In this article, the authors characterized the time dependence of the frequency-dependent dielectric susceptibility of glycerol following quenches to low temperature and found that most of the susceptibility change with time occurs within one equilibrium relaxation time after the quench, and their results do not support the presence of a significant ultraslow component to the equilibration of the glycerric response.
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The packing of granular polymer chains.

TL;DR: Using x-ray tomography, it is found that long chains pack into a low-density structure whose mechanical rigidity is mainly provided by the backbone, and close similarities are uncovered between the packing of chains and the glass transition in polymers.
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Sound in a granular material: Disorder and nonlinearity.

TL;DR: If the amplitude of the vibrations is increased, the properties of low-amplitude vibrations in dry unconsolidated granular materials are investigated and nonlinearity near the point at which the authors first see hysteretic behavior is observed.
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Excess Vibrational Modes and the Boson Peak in Model Glasses

TL;DR: In this article, the excess low-frequency normal modes for two widely used models of glasses are studied at zero temperature, and the onset frequencies for anomalous modes for both systems agree well with predictions of a variational argument, which is based on analyzing the vibrational energy originating from the excess contacts per particle over the minimum number needed for mechanical stability.