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主要研究了基于多变量特征模型的黄金分割自适应控制器的闭环系统稳定性。对从特定区间取值的双输入输出特征模型,通过计算离散系统的矩阵导出1范数,一个充分条件被用来证明闭环系统是指数稳定的。结果不仅表现了系统稳定性,还同时给出了一个黄金分割自适应控制器中可调参数数值的选取方法。最后对中继星的数学仿真验证了系统的稳定性。
Mainly studied the stability of the closed-loop system of the golden section adaptive controller based on multivariate feature model. For a two-input-output eigenmodel that takes values from a particular interval, a norm is derived by computing a matrix of discrete systems. A sufficient condition is used to prove that the closed-loop system is exponentially stable. The results not only show the stability of the system, but also give a golden section adaptive controller in the adjustable parameter value selection method. Finally, the mathematical simulation of the relay star verifies the stability of the system.