Data referring to kinetic models

ModelsParametersMUPF1F2F3
Zero-order
Qt = Q0 + k0t
k00.00260.01890.01080.0068
R20.94800.97760.96260.9951
First-order
LogQt= LogQ0+k1t2.203
k10.05510.00240.00420.0042
R20.57300.6570.88050.5359
Higuchi
MtM= kHt1/2
kH0.04440.01690.01430.0131
R20.93150.63590.56770.8585
χ25.77494.47151.24,206
Peppas-Korsmeyer
MtM= ktn
k0.02010.0014.775 × 10-47.086 × 10-5
n0.70701.0871.2151.470
R20.96620.98530.96220.9826
χ22.82759.8747.1389.757
Weibull
MtM= 1  e-t-Toτβ
To8.1888.82210.778.7978
τ111.0269.4316.2517.6
β1.0061.6231.6651.683
R20.97760.99840.99490.9904
χ22.1551.3451.5784.509

Zero-order: Qt represents the quantity of drug dissolved over time t, with Q0 denoting the initial amount of drug present in the solution and k0 is the zero-order release constant, expressed in units of concentration per time. First-order: Qt represents the quantity of drug dissolved over time t, with Q0 denoting the initial amount of drug present in the solution, and k1 is the first-order rate constant. Higuchi: Mt is the amount of drug released over time t, M is the amount of drug released after time ∞, and kH represents the Higuchi release kinetic constant. Peppas-Korsmeyer: Mt/M is the fraction of drug released at the time t, k is the release rate constant, and n is the release exponent. Weibull: Mt is the amount of drug dissolved as a function of time t, M is the total amount of drug released, T0 accounts for the lag time measured due to the dissolution process, τ denotes a scale parameter describing the time dependence, and β describes the shape of the dissolution curve progression. MUP: mupirocin; F1: 50% sodium alginate and 50% κ-carrageenan, crosslinked; F2: 75% sodium alginate and 25% κ-carrageenan, crosslinked; F3: 25% sodium alginate and 75% κ-carrageenan, crosslinked