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During mathematical optimisation, the equation resulted in a suitable flow velocity of approximately 0.1 m/s.
Plots according to the Stern Volmer equation resulted in a linear fit, indicating exposed tryptophan residues for both free peptides and fusion proteins.
The rough size estimations from the equation resulted in 11.05 nm for the PD-AuNPs and 12.54 nm for PD-AgNPs.
As shown in Table 1, the size of silver nanoparticles calculated by using Scherrer's equation resulted in an average particle size of 26 nm.
The analyses of CD intensity guest concentration plots according to the Hill equation resulted in K=3.7×104 M−2 and n=2.0 for d-fructose and K=9.6×105 M−2 and n=1.6 for d-glucose.
Fitting of these data to f2 equation resulted in f2 values 73.11, 31.58, and 43.56, respectively, for CA-PEI-PArg PMs with molar ratios 1 1, 2 1, and 3 1.
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Another perturbation method is to assume that there is a solution to the perturbed equation of the form f + εg1 + ε2g2 +... etc., in which the g1, g2,... etc., are unknown, and then to substitute this series into the equation, resulting in a collection of equations to solve corresponding to each power of ε.
The DRBEM application is carried out with the fundamental solution of modified Helmholtz equation, resulting in linear algebraic systems for the time dependent unknowns.
The compartment model was then fitted to the contrast-concentration curves using the standard Tofts equation, resulting in parametric maps of K trans and k ep.
An analytical solution is developed for the transient differential equation resulting in a series solution for the concentration of oxygen in the lower oxides.
Initial rates were detemined as described above and fit to the Michaelis Menten equation resulting in the apparent kinetic parameters kcat, kcat/ KM, and KM.
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