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We outline a micromechanical approach to the acousto-elastic effect in rock-like composites characterized by multiple solid constituents and non-dilute concentrations of interconnected pores and cracks.
The present work is concerned with the determination of the effective thermal conductivity of porous rocks or rock-like composites composed by multiple solid constituents, in partially saturated conditions.
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Numerical applications and comparisons with available experimental data are finally carried out for a partially saturated Opalinus clay and an argillite which are both composed of an argillaceous matrix and multiple solid minerals constituents.
The foundation for this approach is rooted in the framework of mixture theory, which models the tissue as a mixture of multiple solid and fluid constituents.
In addition to solid constituents, gas is present in many waters in considerable quantities.
Therefore, nodal interpolations are required for both the scaffold and cross-linking solid constituents, thereby modeling concurrent and coexisting constituents.
There may be multiple fluid domains and multiple solid domains.
To adequately design UHPC mixtures using various sizes of solid constituents, particle packing theory was adopted.
Particle packing analysis is carried out for mixture proportioning of the UHPC mixes using different solid constituents.
With these changes, the viscosity of the blood decreases and the hematocrit, which measures the relative amounts of liquid and solid constituents in the blood, is lower.
Solid constituents in the cytoplasm must be requisite to support the flexible plasma membrane.
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