Mathematical Modelling of the Growth of Bacillus cereus Strain wwcp1on Malachite Green Dye

Salihu Yahuza, I. Sabo
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引用次数: 4

Abstract

In this paper, various growth models such as Von Bertalanffy, Huang, Baranyi-Roberts, Modified Gompertz, Buchnam-3-phase, Modified-Richards and Modified-Logistics, were presented in fitting and evaluating the growth of Bacillus cereus wwcp1 on Malachite green dye. The Von Bertalanffy model was found to be the best model with the lowest RMSE and highest R2 values. The Accuracy and Bias factor values were near unity (1.0). The von Bertalanffy parameters such as A (lower asymptote bacterial growth), μ (bacterial growth rate) and k (curve fitting parameter) were found to be 2.757 (95% confidence interval from 2.131 to 3.382 ), 0.287 (95% confidence interval from 0.244 to 0.329) and 4.323 (95% confidence interval from 4.285 to 4.361) respectively.
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蜡样芽孢杆菌菌株wwcp1在孔雀石绿染料上生长的数学模型
本文采用Von Bertalanffy、Huang、Baranyi-Roberts、Modified Gompertz、Buchnam-3-phase、Modified- richards和Modified- logistics等生长模型拟合和评价蜡样芽孢杆菌wwcp1在孔雀石绿染料上的生长。发现Von Bertalanffy模型是RMSE最低、R2值最高的最佳模型。准确度和偏倚因子值接近统一(1.0)。von Bertalanffy参数A(细菌下渐近线生长)、μ(细菌生长速率)和k(曲线拟合参数)分别为2.757(95%置信区间2.131 ~ 3.382)、0.287(95%置信区间0.244 ~ 0.329)和4.323(95%置信区间4.285 ~ 4.361)。
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