Gompertz |
S9
|
f(x) = 0.9195 + 4.522*exp(−exp(0.2208/4.522*(13.34-x) + 1)) |
13.34 |
0.08124 |
0.9560 |
0.3485 |
15.79 |
0.9428 |
0.3824 |
6.580 |
0.9869 |
S5
|
f(x) = −1.021 + 0.8115*exp(−exp(0.03248/0.8115*(1.662-x) + 1)) |
1.662 |
0.01185 |
0.9297 |
0.06960 |
0.6297 |
0.8926 |
0.08366 |
0.3150 |
0.9952 |
S8
|
f(x) = 1.258 + 1.142*exp(−exp(0.2264/1.142*(33.8-x) + 1)) |
33.8 |
0.08330 |
0.8533 |
0.2234 |
6.489 |
0.8652 |
0.2056 |
1.902 |
0.9363 |
S4
|
f(x) = 0.982 + 2.285*exp(−exp(0.461/2.285*(12.12-x) + 1)) |
12.12 |
0.1696 |
0.8253 |
0.4219 |
23.14 |
0.8267 |
0.4099 |
7.562 |
0.9050 |
PC 1 |
f(x) = −4.533 + 7.95*exp(−exp(0.3837/7.95*(8.262-x) + 1)) |
8.262 |
0.1412 |
0.9302 |
0.7606 |
75.20 |
0.9141 |
0.8216 |
30.38 |
0.9960 |
lg(CFU/g) |
f(x) = 2.83 + 7.652*exp(−exp(0.4287/7.652*(6.851-x) + 1)) |
6.851 |
0.1577 |
0.9988 |
0.1243 |
0.0772 |
— |
— |
— |
— |
Logistic |
S9
|
f(x) = 0.5794 + 4.7/(1 + exp(0.06784*(38.81-x))) |
38.81 |
0.06784 |
0.9550 |
0.3525 |
16.16 |
0.9434 |
0.3800 |
6.497 |
0.9869 |
S5
|
f(x) = −1.084 + 0.839/(1 + exp(0.05719*(32.5-x))) |
32.5 |
0.05719 |
0.9338 |
0.06832 |
0.6067 |
0.8933 |
0.0834 |
0.3133 |
0.9948 |
S8
|
f(x) = 1.235 + 1.173/(1 + exp(0.2203*(41.44-x))) |
41.44 |
0.2203 |
0.8585 |
0.2194 |
6.259 |
0.8674 |
0.2040 |
1.872 |
0.9524 |
S4
|
f(x) = 1.006 + 2.236/(1 + exp(0.4148*(20.09-x))) |
20.09 |
0.4148 |
0.8220 |
0.4259 |
23.58 |
0.8177 |
0.4205 |
7.956 |
0.8819 |
PC 1 |
f(x) = −4.993 + 8.119/(1 + exp(0.07042*(34.88-x))) |
34.88 |
0.07042 |
0.9333 |
0.7436 |
71.88 |
0.9170 |
0.8077 |
29.36 |
0.9950 |
lg(CFU/g) |
f(x) = 2.019 + 8.319/(1 + exp(0.07287*(28.68-x))) |
28.68 |
0.07287 |
0.9996 |
0.07001 |
0.02451 |
— |
— |
— |
— |