time-varying parameter

基本解释

Based on classical gray model, the Gray Time-Varying Parameters Model of equal step lengths is built, according to the information handling principle of the gray theory.
根据灰色系统理论的信息处理原则，建立了灰色系统沉降预测的等步长灰色时变参数模型，并在求解过程中引入遗忘因子以修正预测结果。
As the nonlinearity, time-varying parameters and large lag make the control difficult, a predictive functional control method based on T-S(Takagi-Sugeno) fuzzy model is presented.
针对其存在非线性、参数时变和大延迟等难以控制的特性，提出基于T-S模糊模型的预测函数控制新方法。
A pole assignment optimal predictive self-tuning PID controller which can be used for the plants with time-varying large delay, disturbances and time-varying parameters is presented in this paper.
本文提出一种克服时变大时滞、扰动及被控过程参数时变的极点配置最优预报自校正PID控制算法。

时变参数
The mathematical model of nonlinear time-varying system includes not only nonlinearity but also time-varying parameters.
非线性时变系统的数学模型既包含非线性项,又具有时变参数,是最具一般意义的动力学系统,广泛存在于航天、经济、医学、建筑等学科领域。
经济学
依时变动参数