An efficient computer method for obtaining sensitivity function of linear SC circuits is presented.
本文导出了一种有效的获得线性开关电容网络灵敏度函数的方法。
One of the most important content in this thesis is research on the core of linear time varying model - impulse sensitivity function.
本文的主要内容之一是重点研究了线性时变模型的核心——脉冲敏感函数。
According to the maximum magnitude of the complementary sensitivity function, the filter time constant is calculated to assure the robustness of system.
根据闭环系统补灵敏度函数的最大值，从频域角度设计了滤波时间常数，以保证系统具有一定的鲁棒性。
For uncertain systems with parameter uncertainty and unknown disturbance, a two-degree-of-freedom control structure was proposed based on sensitivity function.
针对具有参数不确定性和外部未知扰动的不确定系统，基于灵敏度函数，提出了一种二自由度控制结构。
As filter Banks are used to simulate the contrast sensitivity function (CSF) in these models, the complexity of visual threshold obtainment and real-time (assessment) algorithms are increased.
由于这些模型采用滤波器组模拟对比度敏感函数(CSF)，增加了视觉阈值获取和实时评价算法的复杂度。
Trajectory correction projectile; Sensitivity function; Identification; Optimal control; Actuator.
弹道修正弹；灵敏度函数；辨识；最优控制；舵机。
Trajectory correction projectile; Sensitivity function; Identification; Optimal control; Actuator.
弹道修正弹；灵敏度函数；辨识；最优控制；舵机。
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