By Jean-François Daïan
A porous medium consists of a solid matrix and its geometrical supplement: the pore space. This pore house will be occupied through a number of fluids. the certainty of shipping phenomena in porous media is a difficult highbrow task. This booklet offers a close research of the points required for the knowledge of many experimental ideas within the box of porous media delivery phenomena. it's geared toward scholars or engineers who is probably not having a look particularly to develop into theoreticians in porous media, yet desire to combine wisdom of porous media with their past clinical tradition, or who can have encountered them when
facing a technological problem.
While heading off the main points of the extra mathematical and summary advancements of the theories of acroscopization, the writer offers as actual and rigorous an concept as attainable of the equipment used to set up the foremost legislation of macroscopic habit in porous media. He additionally illustrates the constitutive legislation and equations by way of demonstrating a few of their classical functions. precedence is to place ahead the constitutive legislation in concrete situations with out going into technical detail.
This third quantity within the three-volume sequence specializes in the functions of isothermal delivery and coupled
transfers in porous media.
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Extra resources for Equilibrium and Transfer in Porous Media 3: Applications, Isothermal Transport and Coupled Transfers (Iste)
Equilibrium and Transfer in Porous Media 3: Applications, Isothermal Transport and Coupled Transfers (Iste) by Jean-François Daïan