Alberghina F A
Biosystems. 1975 Jul;7(1):183-8. doi: 10.1016/0303-2647(75)90056-8.
The assumption that prompted the studies reported in this paper was that the unsatisfactory state of our knowledge on the regulation of cellular growth might derive from the reductionistic approach used to investigate it. Thus an analysis of cellular growth which applied concepts derived from systems dynamics was undertaken. First of all a dynamic model of cellular growth has been constructed. It has the following features: the levels of DNA, ribosomes and proteins are the defining levels; cellular growth is expressed by a close loop in which the level of ribosomes per genome and, indirectly, the level of proteins per genome are stabilized around goal values by the action of negative feed backs. The validity of the model has been tested by its ability to predict the growth kinetics of a real system (exponentially growing Neurospora cells). The simulated growth has been found to reproduce with great accuracy that of Neurospora cells. A slightly modified model, which takes into consideration also the degradation of ribosomes and of proteins, is shown to predict with accuracy the dynamics of growth of both growing and resting fibroblasts. These latter results suggest that the rates of macromolecular turnovers play a central role in the control of proliferation of mammalian cells: the condition of zero growth seems to be achieved when the rate of synthesis and the rate of degradation of proteins are the same. The possibility is discussed that the model indicates a unifying hypothesis of the mode of action of growth controlling conditions (hormones, growth factors, contact inhibition).
促成本文所报道研究的假设是,我们对细胞生长调控的认识不尽人意,可能源于用于研究它的还原论方法。因此,开展了一项运用系统动力学概念对细胞生长进行的分析。首先构建了一个细胞生长的动力学模型。它具有以下特征:DNA、核糖体和蛋白质的水平是决定性水平;细胞生长由一个闭环表示,其中每个基因组的核糖体水平以及间接每个基因组的蛋白质水平通过负反馈作用稳定在目标值附近。该模型的有效性已通过其预测真实系统(指数生长的粗糙脉孢菌细胞)生长动力学的能力进行了测试。已发现模拟生长能非常准确地重现粗糙脉孢菌细胞的生长情况。一个经过略微修改的模型,该模型还考虑了核糖体和蛋白质的降解,结果表明它能准确预测生长和成纤维细胞静息状态下的生长动力学。后一个结果表明,大分子周转速率在哺乳动物细胞增殖控制中起着核心作用:当蛋白质的合成速率和降解速率相同时,似乎就达到了零生长状态。文中讨论了该模型表明生长控制条件(激素、生长因子、接触抑制)作用模式统一假设的可能性。