3-Effective
Thermal Conductivity
New Definition (Better) (Material Property)
For a
porous media filled (saturated) by a stagnant fluid, non reactive, and for an
imposed temperature gradient when thermal regime reaches a steady state, there
is uniform thermal flux. Thus, it's possible to define an effective, or
equivalent thermal conductivity keff. Heat transfer is defined as a
Fourier law:
Several
authors have developed models to predict the effective thermal conductivity of
foams in a purely conductive regime. These models are based on the association
of the thermophysical properties of both solid matrix and fluid on the one
hand, and certain structural parameters of the foam on the other hand (for
example the ratio between the average strut length and the size of the
strut-junction nodes). Bhattacharya et al. present a comprehensive analytical
and experimental investigation for the determination of the effective thermal
conductivity of high porosity metal foam. It is a based on a geometrical model
of foam consisting on a two dimensional array of hexagonal cells where the
fibers form the edge of the hexagon. Commercially available metal foams form a
complex array of interconnected fibers . Depending on manufacturer, an
irregular lump of metal may be found at strut intersection. Decker et al. provided
a detailed experimental characterization and a numerical modeling of the heat
and mass transport properties of highly porous media for solar receivers and
porous burners. Pan et al. determined experimentally the effective thermal
conductivities of aluminium and silicon alloy foams. Writz. et al. Presented a
semi-empirical model for the combined conduction and convection heat transfers
in a thin porous wall. Bastawros provided experimental measurements and modelling
of the thermal and hydraulic aspects of cellular metals subjected to transverse
airflow. Kim et al., also investigated numerically the anisotropy of
permeability and effective thermal conductivity and its effect on the
performance of an aluminium heat sink.
(J. M. P. Q. Delgado, Heat and Mass Transfer in Porous Media, p.230)
Previous Definition
(The Science And Engineering Of Materials, Donald R. Askeland, P.P. Phulé, pages: 801-802)
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