一种药物动力学模型控制问题的研究

Research on Control of a Class of Drug Dynamics Model

生物的生长方程能够演变为Mitscherlich方程、Brody方程、Bertalanffy方程、Gompertz和Logistic等生长方程.此外它还能准确描述它们之间的过渡类型,在研究自然界中的生物物种方面被广泛应用.本文对一种生物控制模型进行分析,实现了对其控制模型的最优开发.在此基础上,将此模型的一种特例应用在药物动力学模型中,为模型研究提供了应用.

The develop equation of species can be changed into Mitscherlich, Brody, Berta-lanffy, Gompertz and Logistic growth equation etc. In addition , it can be described classes among these It is used excessively in studying population. In this paper, we analyzed the control model and realized the optimal development. The control model can be used in drug dynamics. It provides some science and theory basis for efficiently drug treatment.