Table 1.
The model parameters for the release of MVLs.
| Model | Equation | R2 | n | |
|---|---|---|---|---|
| MVLs-DOPC | Zero order | Q = 6.917t + 9.008 | 0.947 | |
| First order | Q = 105.729 (1-e−0.137t) | 0.997 | ||
| Higuchi | Q = 26.517t1/2 − 7.474 | 0.985 | ||
| Ritger–Peppas | lnQ =0.741lnt +2.696 | 0.992 | 0.741 | |
| Weibull | lnln1/(1 − Q/100)) = 0.920lnt −1.741 | 0.989 | ||
| MVLs-EPC | Zero order | Q = 6.907t + 30.514 | 0.687 | |
| First order | Q = 96.036 (1-e−0.492t) | 0.991 | ||
| Higuchi | Q = 27.872t1/2 + 12.558 | 0.874 | ||
| Ritger–Peppas | lnQ =0.559lnt +3.450 | 0.884 | ||
| Weibull | lnln1/(1 − Q/100) = 0.868lnt −0.759 | 0.976 | 0.559 | |
| MVLs-SPC | Zero order | Q = 7.17t + 23.921 | 0.788 | |
| First order | Q = 96.963 (1-e−0.340t) | 0.990 | ||
| Higuchi | Q = 29.443t1/2 + 3.281 | 0.954 | ||
| Ritger–Peppas | lnQ = 0.556lnt +3.355 | 0.961 | 0.556 | |
| Weibull | lnln1/(1 − Q/100) = 0.835lnt −0.928 | 0.989 |