The paper derives the probability density function of concentration for a simple model of the turbulent diusion process presented by Zimmerman and Chatwin (1995). Relationships with other work are discovered, and some implications for future research are assessed.
A simple structured model describing the growth of Streptomyces lividans
โ Scribed by E. B. Daae; A. P. Ison
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 56 KB
- Volume
- 58
- Category
- Article
- ISSN
- 0006-3592
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โฆ Synopsis
The growth of Streptomyces lividans in defined media was modeled using a simple structured growth model. Conventional unstructured models like Monod kinetics, substrate inhibition kinetics, and the logistic equation were also used in an attempt to fit the data, but the results were all unsatisfactory. The main reason for failure in applying simple unstructured models is that they cannot describe the long lag phases sometimes observed during growth of S. lividans. The simple structured growth model was derived along similar principles to cybernetic growth models. This model quite accurately describes the growth of S. lividans. It assumes that the rate of assimilation of a substrate depends on the concentration of a specific key enzyme. This key enzyme is only produced in the presence of the substrate, and it is broken down at a steady rate. An enzyme synthesis allocation variable, w, similar to the cybernetic variable, u, described in cybernetic growth models, is proposed to control enzyme synthesis. Until the key enzyme concentration approaches its maximum level, very little substrate is consumed. And consequently, the lag phase is sustained.
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