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The radiative properties of the medium were computed using the correlated k-distribution method and the statistical narrow-band model.
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Average thermo-mechanical properties in each homogeneous medium are computed using a simplified micromechanical model for particle reinforced composites.
Density changes in the medium are computed with respect to an initial density distribution (Deltarho=rho vec{x},t -rho_{0} (vec{x})),t -rho_{rho(vec{x},t)=phi(vec{x},t) sum_{beta}rho_{beta }S_{beta } ), with ϕ being the porosity, (S_{beta}) and (rho_{beta}) the saturation and density of the phase β, respectively.
95% CIs were computed.
Recruitment rates were computed.
Simple proportions were computed.
Elementary statistics were computed.
Descriptive statistics were computed.
The diffraction patterns for displacement in the said medium have been computed numerically and its dependence on wave number has been depicted graphically.
Likewise, denotes the propagation wavenumber of an electromagnetic wave propagating in a dielectric conducting medium, and can be computed through, where is the angular frequency.
These macroscopic models are written in terms of effective medium coefficients that are computed from solving the associated closure problems in representative regions of the pore scale.
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CEO of Professional Science Editing for Scientists @ prosciediting.com