Senn H, Lendenmann U, Snozzi M, Hamer G, Egli T
Swiss Federal Institute for Environmental Science and Technology (EAWAG), Dübendorf.
Biochim Biophys Acta. 1994 Dec 15;1201(3):424-36. doi: 10.1016/0304-4165(94)90072-8.
The relationship between specific growth rate (mu) and steady-state glucose concentration was investigated for Escherichia coli ML30 in carbon-limited chemostat culture. This was made possible by the development of a method for measuring reducing sugars in culture media in the microgram.1-1-range. Cells initially cultivated in batch culture at high glucose concentrations required long-term adaptation to nutrient-limited growth conditions in the chemostat (between 100-200 volume changes at D = 0.6 h-1) until steady-state with respect to residual glucose concentration was reached; for adapted cells, however, new steady-state glucose concentrations were usually obtained within less than 10 volume changes. A statistical evaluation of different kinetic models showed that between 0.2 h-1 < D < 0.8 h-1 the three models proposed by Monod (1942), Shehata and Marr (1971), and Westerhoff et al. (1982) described the data equally well and the applicability of the different models is discussed. Depending on the model used, calculated glucose concentrations supporting half maximum growth rate (Ks) were in the range of 40-88 micrograms.1-1. The data strongly suggest that the large differences in Ks constants reported in the literature (ranging from 40 micrograms.1-1 up to 99 mg.1-1) are due to the use of E. coli cells adapted to different degrees to nutrient-limited growth conditions. This indicates that it is probably not possible to describe the kinetic properties of a bacterium with a single set of kinetic 'constants'.
在碳源受限的恒化器培养中,研究了大肠杆菌ML30的比生长速率(μ)与稳态葡萄糖浓度之间的关系。通过开发一种在微克/升范围内测量培养基中还原糖的方法,这一研究得以实现。最初在高葡萄糖浓度下进行分批培养的细胞,需要长期适应恒化器中营养受限的生长条件(在稀释率D = 0.6 h⁻¹时,体积变化100 - 200倍),直至达到关于残留葡萄糖浓度的稳态;然而,对于适应后的细胞,通常在体积变化小于10倍时就能获得新的稳态葡萄糖浓度。对不同动力学模型的统计评估表明,在0.2 h⁻¹ < D < 0.8 h⁻¹范围内,Monod(1942年)、Shehata和Marr(1971年)以及Westerhoff等人(1982年)提出的三种模型对数据的描述同样良好,并讨论了不同模型的适用性。根据所使用的模型,计算得出的支持最大生长速率一半的葡萄糖浓度(Ks)在40 - 88微克/升范围内。数据有力地表明,文献中报道的Ks常数存在很大差异(范围从40微克/升至99毫克/升),这是由于使用了对营养受限生长条件适应程度不同的大肠杆菌细胞。这表明用单一组动力学“常数”可能无法描述细菌的动力学特性。