Results 201 to 210 of about 184,702 (243)
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Consolidation of a double-porosity medium
International Journal of Solids and Structures, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Lewallen, K. T., Wang, H. F.
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Modelling doublets and double porosity
Quarterly Journal of Engineering Geology and Hydrogeology, 2010Abstract A simple model has been developed as a scoping tool for transport between an injection well and an abstraction well pumping at the same rate (i.e. a doublet) in a fractured porous rock. This model is aimed primarily at the planning and preliminary interpretation of tracer tests and trial heat exchange using thermal doublets in the Chalk ...
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Love waves in double porosity media
Journal of Sound and Vibration, 2006Abstract Based on the control equations for double-porosity media extended from Biot's theory, the propagation of Love waves is discussed in this paper. Dispersion equations of Love waves in double porosity medium are obtained by utilizing the usual assumption of Love waves in elastic solid with the coupling mass coefficient ρ 23 and coupling ...
Zhi-jun Dai, Zhen-Bang Kuang
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Wave propagation in double-porosity thermoelastic media
GEOPHYSICS, 2022The Lord-Shulman thermoporoelasticity theory couples the Biot and hyperbolic heat equations to describe wave propagation, modeling explicitly the effects of heat and fluid flows. We have extended the theory to the case of double porosity by taking into account the local heat flow (LHF) and local fluid flow (LFF) due to wave propagation. The plane-wave
Nianqi Li +4 more
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2017
Our aim in this chapter is to describe a theory of nonlinear thermoelasticity where the body contains a double porosity system of voids. There is a void distribution associated to the macro pores, but additionally there is another void distribution due to the micro pores. This work was developed by Iesan & Quintanilla [? ].
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Our aim in this chapter is to describe a theory of nonlinear thermoelasticity where the body contains a double porosity system of voids. There is a void distribution associated to the macro pores, but additionally there is another void distribution due to the micro pores. This work was developed by Iesan & Quintanilla [? ].
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Multiphase double‐porosity homogenization for perimeter functionals
Mathematical Methods in the Applied Sciences, 2012In this paper, we study a homogenization problem for perimeter energies in highly contrasted media; the analysis of the previous paper is carried out by removing the hypothesis that the perforated mediumRn ∖ Eis composed of disjoint compact components.
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Wave propagation in materials with double porosity
Mechanics of Materials, 2020Abstract This paper is dedicated to propagation of waves with assigned length in a model describing the evolutionary behavior of materials with double porosity. Basic equations are considered for an isotropic and homogeneous material which occupies the entire three dimensional space. Wave solutions with assigned wavelength are sought.
Cătălin Galeş, Stan Chiriţă
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Waves in Random and Complex Media, 2019
In the present study, propagation characteristics (reflection/refraction phenomena) at the welded interface of two dissimilar double-porosity media are investigated.
M. Kumari, M. Kumar, M. S. Barak
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In the present study, propagation characteristics (reflection/refraction phenomena) at the welded interface of two dissimilar double-porosity media are investigated.
M. Kumari, M. Kumar, M. S. Barak
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Double Porosity Models for Acoustics
2013Double porosity models for acoustics in poroelastic media is derived from homogenization theory. The fluid dynamics on the microscopic level is governed by the the nonstationary Stokes systems for a slightly compressible viscous liquid. The liquid domain is a union of two independent systems of fractures and pores.
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Double Porosity and Second Sound
2017Up to this point in this book we have considered thermoelastic bodies with a multiple porosity structure assuming that the heat flux is governed by a Fourier law, i.e. the heat flux is determined directly by the temperature gradient. Materials technology is advancing very rapidly and it is likely that for many future applications a Fourier law may be ...
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