论文设计了一种建筑用振动棒变频控制器，在以下几个方面进行了深入研究。
This paper designs vibration bar converter control equipment used in architecture field, also deeply studies the following aspects.
通过修正金属细棒的长度和横截面积，实现了换能器中纵向振动与弯曲振动的同频共振。
By correcting the length of the metal slender rods, the simultaneous resonance of the longitudinal and flexural vibrations in the transducer is acquired.
仿真结果表明，该方案可以保证卫星的姿态控制精度、结构振动抑制和控制系统鲁棒性。
Simulation results show that the presented control can ensure the precision of the attitude control performance, suppression of the structure vibrations and robustness of the control system.
采用具有鲁棒性能的H2控制方法对海洋平台的过度振动进行控制，给出与控制效果相关的加权函数形。
The H2 control method, which can be used to control the excessive vibration of the offshore platforms with robustness is adopted.
最后针对该系统由于非线性环节的引入导致的闭环频率和阻尼不确定的特点，设计了鲁棒ei输入成型器来抑制挠性结构的振动。
Finally, EI input shaper is designed for the closed loop system whose frequency and damp has uncertain characteristic to reduce the vibration.
本文对比研究了普通筛面振动筛与梯流棒条筛的结构特点，并就其筛分效率做了对比研究。
The structures of common vibrating screen and cascade bar screen are illustrated, and the sifting efficiency is compared as well.
讨论了多项式族的鲁棒振动性。
The robust oscillation for some polynomials families is discussed.
通过修正金属细棒的长度和横截面积，实现了换能器中纵向振动与弯曲振动的同频共振。
The resonance frequency equations for the longitudinal and flexural vibrations in the transducer are derived.
振动鲁棒可靠性的度量是通过结构避免发生共振所允许的不确定量的大小来体现的。
A measure of reliability developed here is the amount of the uncertainty structure can tolerate before occurring resonance.
文中讨论不确定性振动控制系统响应鲁棒性问题。
The response robustness analysis of vibration control structures with uncertainties was discussed.
仿真结果表明该策略能成功地抑制柔性附件的振动及减小系统的机动时间，并使系统对参数的摄动具有鲁棒性。
The numerical simulation verified its feasibility in restraining the flexible appendage vibration, optimizing the maneuver time and promoting the system robustness in parameter Perturbation.
仿真结果表明该策略能成功地抑制柔性附件的振动及减小系统的机动时间，并使系统对参数的摄动具有鲁棒性。
The numerical simulation verified its feasibility in restraining the flexible appendage vibration, optimizing the maneuver time and promoting the system robustness in parameter Perturbation.
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