摘要
将自适应控制方法应用到二维多参数的古诺生产模型,其控制目标是通过对控制参数的小扰动将系统引导到不稳定不动点或均衡点.理论推导和数值模拟结果说明了此方法不管是对一个参数还是对多个参数施加扰动都能成功地将混沌不稳定轨道稳定到低周期轨道,并解析地给出了收敛条件和控制强度所在的范围.实施控制后的生产模型能快速地达到Nash均衡点,这为现实中的企业提供了理论参考及生产依据.
The adaptive control method is applied to the chaos control of two-dimensional multiparameters Cournot model. Its control goal is to guide system to instability equilibrium by using little disturbance of control parameter. Theory study and numerical simulation result prove that the method could successfully lead the chaos track to low cycle track, whatever, the method affects on one parameter or several parameters by disturbance. And give a scope of convergent condition and control intensity. The controlled production model can quickly reach Nash equilibrium. So it provides theory reference and production condition to real enterprises.
出处
《系统工程理论与实践》
EI
CSCD
北大核心
2008年第2期111-118,共8页
Systems Engineering-Theory & Practice
基金
国家自然科学基金(70401013
10571076)
关键词
古诺模型
自适应控制
混沌
分岔
Cournot model
adaptive control
chaos
bifurcation
