Seo J H, Bailey J E
Department of Chemical Engineering, California Institute of Technology, Pasadena, California 91125.
Biotechnol Bioeng. 1985 Feb;27(2):156-66. doi: 10.1002/bit.260270209.
Plasmid propagation in populations of unstable, binary fission recombinant organisms has been studied using a segregated, population balance mathematical model. Segregated models have the advantage of direct incorporation of basic information on mechanisms and kinetics of plasmid replication and segregation at the single-cell level. The distribution of cellular plasmid content and specific rates of plasmid gene expression have been obtained for several single-cell models of plasmid replication, partition, and gene expression. Plasmid replication kinetics during cell growth significantly influence the plasmid content distribution. In the case of transient growth of plasmid-containing and plasmid-free cells in partially selective medium, the degree of selection required for stable maintenance of plasmid-containing cells has been determined. Guidelines are presented for applicability of simpler, nonsegregated models and for evaluation of the parameters in these models based on single-cell mechanisms and associated parameters.
利用一种分离的群体平衡数学模型,对不稳定的二元裂变重组生物体群体中的质粒增殖进行了研究。分离模型的优点是能直接纳入单细胞水平上质粒复制和分离的机制及动力学的基本信息。对于质粒复制、分配和基因表达的几种单细胞模型,已经获得了细胞质粒含量的分布以及质粒基因表达的特定速率。细胞生长过程中的质粒复制动力学显著影响质粒含量分布。在部分选择性培养基中含质粒细胞和不含质粒细胞的瞬态生长情况下,已确定了含质粒细胞稳定维持所需的选择程度。给出了更简单的非分离模型的适用性指南,以及基于单细胞机制和相关参数对这些模型中的参数进行评估的指南。