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首页> 外文期刊>Moscow University Soil Science Bulletin >Macrokinetic grounds for a model of microbial growth on a substrate with a single major component.
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Macrokinetic grounds for a model of microbial growth on a substrate with a single major component.

机译：具有单个主要成分的基质上微生物生长模型的宏观动力学基础。

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The dependency of experimental microbial growth data on the concentration of a major substrate component in phase space follows the law of a deformed bell curve and, until now, has not had a widely accepted rational. In the present work, a theoretical equation of this dependency at a fixed time was derived from the equation of the dependency of growth on time for a single concentration of a major component, which was previously obtained using a non-stationary non-equilibrium approach. The validity of the equation was established by comparison to experimental data from an independent source. The equation allows one to find intervals in the phase space of the dependency of growth on the initial concentration of the major component of the substrate that qualitatively vary by sign (plus or minus) and direction (increasing or decreasing) of the change of: (a) growth, (b) rates, and (c) acceleration of its change in response to the change in the concentration of a major component of the substrate.Notes Translated from Vestnik Moskovskogo Universiteta. Pochvovedenie (2013) (2), 25-30 (Ru).
机译：实验性微生物生长数据对相空间中主要底物成分浓度的依赖性遵循变形的钟形曲线的定律，到目前为止，还没有被广泛接受的合理性。在目前的工作中，从主要成分的单一浓度的生长对时间的依赖性方程，导出了固定时间的依赖性的理论方程式，该方程式以前是使用非平​​稳非平衡方法获得的。通过与来自独立来源的实验数据进行比较，确定了方程的有效性。该方程式使人们能够在相空间中找到依赖于基质主要成分的初始浓度的生长相依性的间隔，该间隔随符号的正负变化（正负）和变化方向（增大或减小）而变化:( a）生长，（b）速率和（c）响应于底物主要成分浓度的变化而加速其变化。注释由Vestnik Moskovskogo Universiteta翻译。 Pochvovedenie（2013）（2），25-30（Ru）。

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