feedforward control systems

【化】前馈调节系统

化学



双语例句

  1. Feedforward and Feedback Tracking Control Simulation on Robot Systems with Uncertainties
    不确定性机器人系统前馈-反馈跟踪控制仿真
  2. Feedforward and feedback optimal control for nonlinear discrete-time systems with deterministic disturbances;
    提出了带有多值非线性环节的线性离散系统的自适应控制算法。
  3. A feedforward and feedback optimal control ( FFOC) for linear discrete time-delay systems with external deterministic disturbances is considered.
    为研究含外界确定扰动的线性离散时滞系统的前馈-反馈最优控制(FFOC)问题,提出了设计FFOC的逐次逼近法。
  4. Research on finite fixed modes in singular feedforward decentralized control systems
    广义分散前馈控制系统有穷固定模的研究
  5. In this paper, existence and solution of the feedforward plus feedback control law proposed in [ 1] for model reference control systems are further investigated.
    本文进一步深入研究了文〔1〕中提出的前馈加反馈模型参考输出跟踪控制方案的存在性和求解问题。
  6. B-spline neural network is a three layer feedforward neural network and can be used in modeling, control, pattern recognition for nonlinear systems and other fields.
    B样条神经网络是一个三层前向神经网络,可广泛用于非线性系统的建模、控制和模式识别等领域。
  7. A feedforward and feedback linear quadratic optimal control problem of vehicle active suspension systems is considered.
    研究汽车主动悬架系统的线性二次型前馈反馈最优控制问题。
  8. Feedforward and feedback optimal control for linear large-scale systems with state time-delay affected by persistent disturbances
    带持续扰动线性时滞大系统前馈反馈最优控制
  9. Feedforward and Feedback Suboptimal Control for Time-Delay Systems with Sinusoidal Disturbances: A Sensitivity Approach
    具有正弦扰动的时滞系统前馈-反馈次优控制:灵敏度法
  10. The paper gives the criteria about the modal controllability and observability for the active structural acoustic feedforward control systems.
    就结构声辐射前馈有源控制的模态可控性和可观性得出了具体判据。
  11. The design problem of a feedforward and feedback optimal control law is studied for linear systems affected by additive persistent disturbances.
    针对具有外部持续扰动的线性系统,研究前馈反馈最优控制律的设计问题。
  12. Meanwhile, the auto-tuning strategies focused on cascade and feedforward control systems are put forward as well.
    同时,针对复杂控制系统中应用最为广泛的串级控制系统与前馈控制系统,提出了与其相适应的PID参数自整定策略;