非最小相位系统

  • 网络non-minimum phase system;nonminimum phase systems;nonminimum-phase system
非最小相位系统非最小相位系统
  1. 基于非线性PID的非最小相位系统控制

    Non-Minimum Phase System Control Based on Nonlinear PID

  2. 提出了几种适用于时滞及非最小相位系统的模糊PID智能复合控制算法。

    The paper also refers several fuzzy PID intelligent composite control algorithms that are applicable to non-minimum phase system with time delay .

  3. 非最小相位系统的PID型广义预测自校正控制器

    Generalized Predictive Self-tuning PID Controller for Non-minimum Phase Systems

  4. 基于反馈线性化的MIMO非最小相位系统指数镇定

    Exponential stabilization for MIMO non-minimum phase systems based on feedback linearization

  5. MIMO非线性非最小相位系统的鲁棒跟踪控制

    Robust Tracking Control for MIMO Nonlinear Non-minimum Phase Systems

  6. 基于内模控制原理,针对一大类开环稳定的最小和非最小相位系统,给出了一种PID控制器的参数整定新方法,推广了已有的结果。

    Based on internal model control principle , a new PID arguments tuning method is presented for the open-loop stable minimun and non-minimun phrase time delay system .

  7. 针对某一类非最小相位系统的特性,提出一种新型模糊控制器的设计方法,改进了PID型模糊控制器的结构。

    In accordance with a kind of nonminimum-phase systems , a novel fuzzy controller was proposed . The structure of the conventional PID-type fuzzy controller was modified .

  8. 非最小相位系统的带宽不能反映系统的动态特性,应该采用穿越频率ωc代替带宽作为性能指标,且ωc应小于非最小相位的零点a。

    The bandwidth of non-minimum phase system can 't reflect dynamic characteristics . Crossover frequency ω _c is the performance index instead of the bandwidth , and the ω _c must be less than the non-minimum-phase zero a.

  9. 非最小相位系统的离散时间MRACS的一种设计方法

    A Design Method of Discrete Time MRACS for Nonminimum Phase System

  10. 将传统PID控制和神经网络相结合,针对非最小相位系统、多变量强耦合非线性系统分别设计了有效实用的预测控制方案。

    Secondly , based on neural networks , a series of works are developed on the following topics : neural network modeling , prediction and control for highly non-minimum phase system , multivariable nonlinear system , etc.

  11. 同时针对该方法不能直接应用到非最小相位系统的问题,对BTT导弹的输出进行了重新定义。

    Meanwhile , since that methodology can not be applied to non-minimum phase system , BTT missiles ' outputs are re-formulated .

  12. 仿真结果表明,所提算法无论是最小还是非最小相位系统信道条件下都能超过已有的双向判决反馈IIR均衡器的性能。

    Simulations show that the proposed BAD algorithm obviously over-performs the existing bidirectional IIR equalizer with decision feedback in both channel conditions of minimum and non-minimum phase systems .

  13. 根据BTT导弹的数学模型是一类具有强耦合、非线性、时变的非最小相位系统的特点,利用输入&输出反馈线性化来处理BTT导弹的数学模型。

    Since this model is a highly-coupled , non-linear , time-varying and non-minimum phase system , input-output linearization is used to do some preprocessing work .

  14. 根据粒子群算法具有对整个参数空间进行高效并行搜索的特点,提出一种对PID控制器参数和非最小相位系统的两阶段PI/PD控制器参数进行自整定的计算框架。

    Based on the characteristic of particle swarm optimization ( PSO ) algorithm searching the parameter space concurrently and efficiently , a calculative framework is presented to tune PID controller parameters and two-stage PI / PD controller parameters for non-minimum phase system .

  15. 以同时抑制非最小相位系统的超调、负调和调整时间为目的,合理融合遗传算法的并行搜索结构和模拟退火的可控性概率突跳,提出了设计一类PID控制器的混合优化策略。

    To decrease overshoot , undershoot and settling time of NMPS simultaneously , this paper reasonably combines the parallel search structure of genetic algorithm with the controllable jumping property of simulated annealing to propose a hybrid strategy for designing a class of PID controller .

  16. MDAC适用于控制有未知或变化时延的非最小相位系统,以输出偏差最小为超前步选取原则,其控制律可使大于纯时延的将来某一时刻目标函数值为最小。

    MDAC is designed to control non minimum phase systems with unknown or varying dead times . The control advance minimizes the deviation of output .

  17. 在前馈有源噪声控制中,由于次级通道传递函数往往是非最小相位系统,直接使用传统的FXLMS算法时,导致系统的性能下降。

    In the feedforward ANC , when the traditional FXLMS algorithm is applied directly , non-minimum phase ( NMP ) of the secondary-path transfer function will lead to the performance degradation .

  18. 本文对存在有界扰动的CARIMA模型提出一种自适应控制算法,并进行了稳定性分析.该控制算法可用于非最小相位系统的控制,并能保证输出无稳态误差。

    In this paper , a direct adaptive control algorithm is presented for the controlled autoregressive integrated moving-average ( CARIMA ) model with bounded disturbances and the proof of its global stability is carried out The algorithm can deal with nonminimum-phase systems and guarantee a steady-state zero-error output .

  19. 一种基于过采样技术的非最小相位系统盲辨识方法

    Blind Identification Method for Nonminimum Phase System Based on Over Sampling

  20. 非最小相位系统传递函数的演化模型降阶

    Evolutionary Transfer Function Model Reduction for Non - Minimum Phase System

  21. 一种非最小相位系统前馈控制器设计

    A feedforward controller design for periodic signals in non-minimum phase processes

  22. 非线性非最小相位系统伪线性复合控制

    Pseudo-linearization Hybrid Control Strategy for Nonlinear and Non-minimum-phase Control Systems

  23. 非最小相位系统控制器的优化设计

    Optimal Design of Controllers for Non - Minimum Phase Systems

  24. 非最小相位系统一步前最优控制的仿真研究

    A Simulation Result of One-Step-Ahead Optima Controller in a Nonminimum Phase System

  25. 非最小相位系统鲁棒控制及应用研究

    Researches on Robust Control and Application of Non-Minimum Phase Systems

  26. 离散化非最小相位系统的简化零相位控制

    Simple Zero Phase Error Tracking Control Algorithm for Discretization Non-minim Phase System

  27. 为非最小相位系统的盲分离问题提供了一个解决方案。

    The new algorithm can solve the non-minimum phase mixing problem well .

  28. 广义内模预测控制在非最小相位系统中的应用

    Generalized Internal Model Predictive Control in Non-minimum Phase System

  29. 双输入双输出非最小相位系统的智能控制

    Intelligent Control of Two-in and Two-out Non-minimum Phase System

  30. 针对时滞及非最小相位系统的智能内模控制研究

    Research on Intelligent Internal Model Control for Non-minimum Phase System with Time Delay