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细菌生长速率对噬菌体种群生长速率的影响。

Effect of bacterial growth rate on bacteriophage population growth rate.

机构信息

Center of Excellence for Biosensors, Instrumentation and Process Control - COBIK, Ajdovščina, Slovenia.

Faculty of Chemistry and Chemical Technology, University of Ljubljana, Ljubljana, Slovenia.

出版信息

Microbiologyopen. 2018 Apr;7(2):e00558. doi: 10.1002/mbo3.558. Epub 2017 Dec 1.

Abstract

It is important to understand how physiological state of the host influence propagation of bacteriophages (phages), due to the potential higher phage production needs in the future. In our study, we tried to elucidate the effect of bacterial growth rate on adsorption constant (δ), latent period (L), burst size (b), and bacteriophage population growth rate (λ). As a model system, a well-studied phage T4 and Escherichia coli K-12 as a host was used. Bacteria were grown in a continuous culture operating at dilution rates in the range between 0.06 and 0.98 hr . It was found that the burst size increases linearly from 8 PFU·cell to 89 PFU·cell with increase in bacteria growth rate. On the other hand, adsorption constant and latent period were both decreasing from 2.6∙10  ml·min and 80 min to reach limiting values of 0.5 × 10  ml·min and 27 min at higher growth rates, respectively. Both trends were mathematically described with Michaelis-Menten based type of equation and reasons for such form are discussed. By applying selected equations, a mathematical equation for prediction of bacteriophage population growth rate as a function of dilution rate was derived, reaching values around 8 hr at highest dilution rate. Interestingly, almost identical description can be obtained using much simpler Monod type equation and possible reasons for this finding are discussed.

摘要

了解宿主的生理状态如何影响噬菌体(phages)的传播非常重要,因为未来可能需要更高的噬菌体产量。在我们的研究中,我们试图阐明细菌生长速率对吸附常数(δ)、潜伏期(L)、爆发大小(b)和噬菌体群体生长速率(λ)的影响。作为模型系统,使用了一种研究良好的噬菌体 T4 和大肠杆菌 K-12 作为宿主。细菌在稀释率为 0.06 到 0.98 hr 之间的连续培养中生长。结果发现,随着细菌生长速率的增加,爆发大小从 8 PFU·cell 线性增加到 89 PFU·cell。另一方面,吸附常数和潜伏期都从 2.6×10 ml·min 和 80 min 下降到较高生长速率下的限值 0.5×10 ml·min 和 27 min。这两种趋势都用基于米氏方程的方程进行了数学描述,并讨论了这种形式的原因。通过应用选定的方程,推导出了一个预测噬菌体群体生长速率作为稀释率函数的数学方程,在最高稀释率下达到 8 hr 左右的值。有趣的是,使用更简单的 Monod 型方程可以得到几乎相同的描述,并且讨论了这种发现的可能原因。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/4fd9/5911998/5524c5a1d469/MBO3-7-na-g001.jpg

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