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Firstly, the governing equations for orthotropic fluid-saturated porous media are derived.
The average flow velocity and the effective permeability for the BMP fluid flow in porous media are derived.
Based on the method of analytical continuation in conjunction with the alternating technique, the elastic fields of the three-phase media are derived.
Firstly, the governing equations of motion for the prestressed piezoelectric media are derived on the basis of the nonlinear continuum mechanics.
With the aid of integral transforms, analytical solutions for the transport of a decay chain in homogenous porous media are derived.
Secular equations for surface wave propagation in the considered media are derived from a coupled system of governing partial differential equations of linear generalized piezothermoelasticity.
Similar(52)
A formula for the effective thermal conductivity of nanoporous media is derived, following a thermodynamic approach.
The analytical criterion for the stability/instability of the freezing phase front in porous media is derived.
An explicit analytical solution of a periodic cylinder-source in composite media is derived using a harmonic method.
Based on the quantitative characterization of 3D tensor permeability and Gangi's permeability stress sensitivity model, a new 3D Permeability tensor mathematical model for fractured media is derived.
The amplitude decay of a plane harmonic wave in dissipative media is derived from the specification of its complex slowness vector.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com