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Upper and lower bounds for an effective diffusivity characteristic of binary diffusion through a heterogeneous medium are calculated by imposing geometric and transport constraints on the pore size distribution.
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The NO concentration in the medium was calculated using a standard curve from a known concentration of sodium nitrite solution.
The glucose concentration of the medium was calculated using a calibration curve with an R square of 0.9995.
The electronic absorption spectrum of the P in aqueous medium was calculated using TDB3LYP/LanL2MB method.
The relative indentation compliance of a circular punch upon transversely isotropic medium is calculated using Fabrikant's formulas.
Then the original locations of root points were deduced using the ellipse equation obtained, and the root length distribution ratios of different horizontal regions, and different vertical layers in the growth medium were calculated.
All photon track and energy histories were recorded and the energy transferred or absorbed in the scintillator medium was calculated together with the energy redistributed and retransported as secondary characteristic fluorescence radiation.
In slurry photoreactors, the incident radiation within the reacting medium is calculated via the radiative transport equation (RTE) which considers the absorption and scattering of light due to the catalyst particles.
Using the thin film data of the constituent materials Au and Si, the optical absorption in the effective medium was calculated, and the effects of composite geometry, particle size, and shape distributions were analyzed.
The percentage LDH leakage to the medium was calculated using following equation.
The percent degradation of methyl violet in aqueous medium was calculated by the following equation (Saeed et al. 2015a).
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