Gaudy A F, Obayashi A, Gaudy E T
Appl Microbiol. 1971 Dec;22(6):1041-7. doi: 10.1128/am.22.6.1041-1047.1971.
The hyperbolic relationship between specific growth rate, mu, and substrate concentration, proposed by Monod and used since as the basis for the theory of steady-state growth in continuous-flow systems, was tested experimentally in batch cultures. Use of a Flavobacterium sp. exhibiting a high saturation constant for growth in glucose minimal medium allowed direct measurement of growth rate and substrate concentration throughout the growth cycle in medium containing a rate-limiting initial concentration of glucose. Specific growth rates were also measured for a wide range of initial glucose concentrations. A plot of specific growth rate versus initial substrate concentration was found to fit the hyperbolic equation. However, the instantaneous relationship between specific growth rate and substrate concentration during growth, which is stated by the equation, was not observed. Well defined exponential growth phases were developed at initial substrate concentrations below that required for support of the maximum exponential growth rate and a constant doubling time was maintained until 50% of the substrate had been used. It is suggested that the external substrate concentration initially present "sets" the specific growth rate by establishing a steady-state internal concentration of substrate, possibly through control of the number of permeation sites.
莫诺德提出的比生长速率(μ)与底物浓度之间的双曲线关系,自那时起就被用作连续流动系统中稳态生长理论的基础,该关系在分批培养中进行了实验验证。使用在葡萄糖基本培养基中生长具有高饱和常数的黄杆菌属菌株,能够直接测量含有限速初始葡萄糖浓度的培养基在整个生长周期中的生长速率和底物浓度。还测量了广泛的初始葡萄糖浓度下的比生长速率。发现比生长速率与初始底物浓度的关系图符合双曲线方程。然而,未观察到该方程所描述的生长过程中比生长速率与底物浓度之间的瞬时关系。在初始底物浓度低于支持最大指数生长速率所需浓度时,形成了明确的指数生长阶段,并且在50%的底物被消耗之前,保持恒定的倍增时间。有人提出,最初存在的外部底物浓度可能通过控制渗透位点的数量来建立底物的稳态内部浓度,从而“设定”比生长速率。