Fig. 1. The influence of the pseudo-experimental random error on the quality of fits offered by the pseudo-first (panel (B)) and the pseudo-second (panel (C)) order equations. The original (dimensionless) data (panel (A)) were generated by accepting three values of
qe: 0.25 (♦), 0.5 (■) and 0.75 (●). The pseudo-experimental error was incorporated by accepting normal (Gaussian) distribution with the mean
θ(
t) (calculated from Eq.
(11)) and the standard deviation 0.025. It was assumed that
tf is the value of time at which
q(
t)/
qe = 0.99. The obtained values of correlation coefficients for
qe = 0.25, 0.5 and 0.75 are equal to: (B)
r2 = 0.821, 0.948 and 0.909; (C)
r2 = 0.984, 0.989 and 0.994, respectively.