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  • We describe a macroscopic model of waves propagating in fluid-saturated periodic media with dual porosity. At the mesoscopic level, the fluid motion in deforming elastic skeleton is governed by the Biot-Darcy model extended by inertia terms. In this paper we deal with upscaling the Biot-Darcy model from the mesoscopic level, where large contrasts in the permeability and the poroelastic coefficients are considered. The two-scale homogenization method is used to obtain a macroscopic model. This model is an extension of previously studied problems with either rigid skeleton part, or deformable Biot medium without large contrasts in material properties.
  • We describe a macroscopic model of waves propagating in fluid-saturated periodic media with dual porosity. At the mesoscopic level, the fluid motion in deforming elastic skeleton is governed by the Biot-Darcy model extended by inertia terms. In this paper we deal with upscaling the Biot-Darcy model from the mesoscopic level, where large contrasts in the permeability and the poroelastic coefficients are considered. The two-scale homogenization method is used to obtain a macroscopic model. This model is an extension of previously studied problems with either rigid skeleton part, or deformable Biot medium without large contrasts in material properties. (en)
Title
  • A model of wave propagation in homogenized Biot medium with dual porosity
  • A model of wave propagation in homogenized Biot medium with dual porosity (en)
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  • A model of wave propagation in homogenized Biot medium with dual porosity
  • A model of wave propagation in homogenized Biot medium with dual porosity (en)
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  • RIV/49777513:23520/14:43923516!RIV15-GA0-23520___
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  • RIV/49777513:23520/14:43923516
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  • wave propagation.; Biot model; double porous media; Homogenization (en)
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  • Rohan, Eduard
  • Naili, Salah
  • Nguyen, Vu-Hieu
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  • 23520
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