Acoustic probes for plasticity in amorphous materials
Invited
Abstract
Amorphous materials have a disordered structure inducing sound scattering and anomalous density of vibrations in the THz range. These properties affect their thermal properties, but also acoustic attenuation properties. These acoustic attenuation properties can be described in terms of an effective visco-elastic modelling for the constitutive laws charcterizing the material at the continuum scale. In the low frequency regime however, acoustic propagation is well described by plane waves and ballistic phonons. But the occurrence of plastic deformation results in a succession of local irreversible rearrangements at the nanometric scale known as Transformation Zones. These Transformation Zones are shown to be well described within the theory of Eshelby inclusions, and thus act as acoustic scatterers. We will discuss in this talk the signature of plasticity in acoustic scattering in amorphous materials.
[1] T. Albaret et al. Physical Review E 93, 053002-1-12 (2016): Mapping between atomistic simulations and Eshelby Inclusions in the shear deformation of an amorphous silicon model.
[2] Y. Beltukov et al. Physical Review E 98 023005 (2018): Propagative and diffusive regimes of acoustic damping in bulk amorphous material.
[3] H. Luo et al. Nanomaterials 9, 1471 (2019): Role of bi-phasic materials properties on Acoustic attenuation in a 2D nanophononic solid: the microscopic origin of the energy transport regime from propagative to localized.
[4] A. Tlili et al. Nanoscale 11, 21502 (2019): Enhancement and anticipation of the Ioffe-Regel crossover in amorphous/nanocrystalline composites.
[5] H. Luo et al. Physical Review E 102, 033003 (2020): Continuum constitutive laws to describe acoustic attenuation in glasses.
[1] T. Albaret et al. Physical Review E 93, 053002-1-12 (2016): Mapping between atomistic simulations and Eshelby Inclusions in the shear deformation of an amorphous silicon model.
[2] Y. Beltukov et al. Physical Review E 98 023005 (2018): Propagative and diffusive regimes of acoustic damping in bulk amorphous material.
[3] H. Luo et al. Nanomaterials 9, 1471 (2019): Role of bi-phasic materials properties on Acoustic attenuation in a 2D nanophononic solid: the microscopic origin of the energy transport regime from propagative to localized.
[4] A. Tlili et al. Nanoscale 11, 21502 (2019): Enhancement and anticipation of the Ioffe-Regel crossover in amorphous/nanocrystalline composites.
[5] H. Luo et al. Physical Review E 102, 033003 (2020): Continuum constitutive laws to describe acoustic attenuation in glasses.
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Presenters
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Anne Tanguy
Mechanicale Engineering, INSA Lyon
Authors
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Anne Tanguy
Mechanicale Engineering, INSA Lyon
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Fernando Lund
Physics Department, Universidad de Chile
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Anthony Gravouil
Mechanicale Engineering, INSA Lyon
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VALENTINA GIORDANO
université Lyon 1 & CNRS
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Haoming Luo
Mechanicale Engineering, INSA Lyon
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Paul Desmarchelier
Mechanicale Engineering, INSA Lyon