Publications by authors named "Hector Alarcon"

Article Synopsis
  • The study explores how cubic nonlinearity affects shear wave propagation in the brain, particularly in soft materials that can also generate surface waves with mixed deformations.
  • Researchers used high-speed ultrasound imaging to observe nonlinear Scholte waves on an interface between gelatin and water, revealing that these waves become distorted as they travel.
  • Their findings show a significant dominance of cubic nonlinearity, with a cubic parameter 46 times greater than the quadratic parameter, emphasizing its critical role in understanding wave propagation in brain biomechanics.
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The triggering of avalanches is investigated using discrete element simulations for a process of random extraction of spheres. A monolayer, formed by identical spheres in a hexagonal configuration, is placed on a tilted plane surrounded by a small fence that sustains the spheres, mimicking the disposal of fruits in the market. Then, a random continuous extraction process of spheres is imposed until the collapse.

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The crystal structures of ligand precursor bis-(imidazolium) salts 1,1'-methyl-enebis(3--butyl-imidazolium) dibromide monohydrate, CHN ·2Br·HO or [ NHCMe][Br]·HO, 1,1'-(ethane-1,2-di-yl)bis-(3--butyl-imidazolium) dibromide dihydrate, CHN ·2Br·2HO or [ NHCEt][Br]·2HO, 1,1'-methyl-enebis[3-(2,4,6-tri-methyl-phen-yl)imidazolium] dibromide dihydrate, CHN ·2Br·2HO or [NHCMe][Br]·2HO, and 1,1'-(ethane-1,2-di-yl)bis-[3-(2,4,6-tri-methyl-phen-yl)imidazolium] dibromide tetra-hydrate, CHN ·2Br·4HO or [NHCEt][Br]·4HO, are reported. At 293 K, [ NHCMe][Br]·HO crystallizes in the 2/ space group, while [ NHCEt][Br]·2HO crystallizes in the 2/ space group at 100 K. At 112 K, [NHCMe][Br]·2HO crystallizes in the ortho-rhom-bic space group while [NHCEt][Br]·4HO crystallizes in the 2/ space group at 100 K.

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It is nearly impossible to separate two interleaved phonebooks by pulling their spines. The very slight force exerted by the outer sheets of the assembly is amplified as the exponential of the square of the number of sheets, meaning that even a small number of sheets can create a highly resistant system. We present a systematic and detailed study of the influences of the normal external force and the geometrical parameters of the booklets on the assembly strength.

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In this Letter, we experimentally demonstrate self-organization of small tracers under the action of longitudinal Faraday waves in a narrow container. We observe a steady current formation dividing the interface in small cells given by Faraday-wave symmetries. These streaming currents rotate in each cell, and their circulation increases with wave amplitude.

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The response of a thin layer of granular material to an external pure shear imposed at its base is investigated. The experiments show that, even for noncohesive materials, the resulting deformation of the material is inhomogeneous. Indeed, a novel smooth pattern, consisting of a periodic modulation of the shear deformation of the free surface, is revealed by an image-correlation technique.

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It is nearly impossible to separate two interleaved phone books when held by their spines. A full understanding of this astonishing demonstration of solid friction in complex assemblies remains elusive. In this Letter, we report on experiments with controlled booklets and show that the force required increases sharply with the number of sheets.

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The main mechanism of the cellular pattern which forms at the surface of a thin layer of a cohesive granular material submitted to in-plane stretching has been identified as the "strain softening" arising from the features of grain-grain interactions. We perform measurements of the strain field associated with such structures by using a correlation image technique and additionally characterize the cohesion and shear modulus of the samples. We show that for high cohesion, the layer is fragile and the surface deformation is highly nonlinear, whereas at low cohesion, a smooth and linearly growing structure is observed as a function of external stretching.

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We report on a cellular pattern which spontaneously forms at the surface of a thin layer of a cohesive granular material submitted to in-plane stretching. We present a simple model in which the mechanism responsible of the instability is the "strain softening" exhibited by humid granular materials above a typical strain. Our analysis indicates that such a type of instability should be observed in any system presenting a negative stress sensitivity to strain perturbations.

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