金黄色葡萄球菌与食源性病原菌的生物膜形成、粘附作用:牛蒡草作用的数学模型

G. Uba, M. A. Ginsau, K. M. Aujara
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引用次数: 2

摘要

生物膜的形成是指微生物不可逆地与表面结合并在表面生长,并产生促进附着物和基质形成的细胞外聚合物,从而导致生物体在生长速率和基因转录方面的表型变化的过程。菲律宾蕨是一种蕨类植物,具有许多治疗特性,具有药用价值。采用预测数学建模方法研究金黄色葡萄球菌与生物膜的粘附性。在8种不同的初级模型中,改良的Gompertz模型最适合植物提取物对金黄色葡萄球菌生物膜形成和粘附的影响,RMSE、AICc值最小,调整后的R2值最大。与对照和氯霉素相比,改良后的Gompertz菌株的参数最大值分别为0.980 (95% C.I. 0.889 ~ 1.070)和0.637 (95% C.I. 0.604 ~ 0.670),最大值分别为0.185 (95% C.I. 0.120 ~ 0.250)和0.183 (95% C.I. 0.141 ~ 0.225),滞后期(h)分别为0.180 (95% C.I. -0.764 ~ 1.124)和3.343 (95% C.I. 2.933 ~ 3.753)。用来拟合s型生长曲线或地层曲线的一个强有力的模型往往是修正的Gompertz方程。使用这个函数的好处是,冈伯兹方程不假设形成速率恒定。相反,它是一个可以用来模拟(生物膜)形成速率随时间变化的模型。关键字
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Biofilm Formation, Adhesion with Staphylococcus aureus Against Food Borne Pathogen: A Mathematical Modeling on the Effects of Adiantum phillippense
Biofilm formation is a process by which microorganisms irreversibly bind to and grow on a surface and create extracellular polymers that promote the formation of attachments and matrixes, resulting in a change in the organisms' phenotype in terms of growth rate and transcription of genes.  A. philippense is a fern with many curative properties that is medicinally treasured. Predictive mathematical modeling approach was used to study adhesion of S. aureus with biofilm. Out of the eight different primary model, modified Gompertz best fit the effect of the plant extract on the biofilm formation and adhesion with S. aureus with the least value for RMSE, AICc and the uppermost value for adjusted R2. The parameters obtained from the modified Gompertz when compared with control and chloramphenicol were ymax 0.980 (95% C.I. 0.889 to 1.070) and 0.637 (95% C.I. 0.604 to 0.670), umax 0.185 (95% C.I.  0.120 to 0.250) and 0.183 (95% C.I. 0.141 to 0.225), lag (h) 0.180 (95% C.I. -0.764 to 1.124) and 3.343 (95% C.I. 2.933 to 3.753) respectively. A strong model to use to fit sigmoidal growth or formation curves tends to be the modified Gompertz equation. The benefit of using this function is that a constant formation rate is not assumed by the Gompertz equation. Instead, it is a model that can be used to model rates of formation (of biofilm) that change over time. Keywords
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