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Probability maps for each specific phase equilibrium method were obtained as a result.
Satisfactory results regarding sensitivity and linearity of the developed method were obtained.
Steady state results based on the finite-volume method were obtained for Rayleigh number in the range 108 1010.
Dynamic ranges of the method were obtained within the range of 0.010 0.50 and 0.50 50 μg mL−1.
Size dependent in vitro dissolution profiles, utilizing a dialysis sac method were obtained for the crystalline powders.
The optimum parameters of the method were obtained using a genetic algorithm-based on multivariate linear regression.
Similar(19)
The repeatability of the method was obtained 1.61%.
By studying the benefits and drawbacks of the three methods, a simple, method was obtained.
If the tool path is fixed, a novel tool shape optimization method is obtained.
A good agreement between the CEB-FIP and the proposed method is obtained.
The penalty method is obtained by adding small diffusion in the interface FD.
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