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. 2017 Feb 22;12(2):e0171996. doi: 10.1371/journal.pone.0171996

Table 2. The regressions of the Logistic model on K. mikimotoi population growth when exposed to N starvation conditions.

Population growth parameters Growth equation Carrying capacity K (×104 cells mL-1) r (d-1) Tp (d) R2
No N N = 14.82/(1+e(3.364–0.591t)) 14.82* 0.591 5.7 0.914
N:P = 1:1 N = 31.36/(1+e(3.623–0.577t)) 31.36* 0.578 6.2 0.975
N:P = 2:1 N = 33.89/(1+e(3.577–0.515t)) 33.89* 0.515 6.9 0.961
N:P = 4:1 N = 37.33/(1+e(3.533–0.498t)) 37.33* 0.498 7.0 0.975
N:P = 8:1 N = 47.05/(1+e3.263–0.444t)) 47.05* 0.444 7.3 0.985
N:P = 16:1 N = 94.51(1+e(3.767–0.308t)) 94.51 0.308 12.2 0.984

* indicated there was a statically significant difference between this treatment and the corresponding control group (P<0.05).