首页> 外文OA文献 >Performances Comparison for a Rotating Shaft Suspended byud4-Axis Radial ActiveMagnetic Bearings via μ-Synthesis,udLoop-Shaping Design, and Sub(H)∞with Uncertainties
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Performances Comparison for a Rotating Shaft Suspended byud4-Axis Radial ActiveMagnetic Bearings via μ-Synthesis,udLoop-Shaping Design, and Sub(H)∞with Uncertainties

机译:ud悬挂的旋转轴的性能比较通过μ合成的4轴径向主动电磁轴承, ud回路形状设计和具有不确定性的Sub(H)∞

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摘要

The control systems applied on active magnetic bearing are several. A perfect levitation is characterized by maintaining theudoperating point condition that is characterized by the center of stator coincident with the geometric center of shaft. The firstudcontroller implemented for this purpose is PID controller that is characterized by an algorithm that leads the amplifier to produceudcontrol current until the operating point condition is not reached, this is obtained by an integration operator. The effect of anudintegrator is essential but not necessary for a centered levitation for example in the robust control characterized by a dynamicudmodel depended on plant of system so that it depends on angular speed as LQR controller does. In LQR there is not integrator soudthere is not a perfectly centered section of shaft with center of stator. On contrary PID controller does not depend on angular speedudand it can be easily implemented according some simple rules. Predictive control is another interesting controller characterizedudby a multiple controller operating in different condition in order to get the minimum of cost function, but also in this case theudangular speed is introduce for the same reason discussed before.
机译:应用于有源电磁轴承的控制系统有多种。理想的悬浮状态是通过维持假点条件来表征的,该条件的特征在于定子的中心与轴的几何中心重合。为此目的实现的第一个 udcontroller是PID控制器,其特征在于一种算法,该算法可使放大器产生 udcontrol电流,直到未达到工作点条件为止,这是由积分运算符获得的。积分器的作用对于集中悬浮来说是必不可少的,但不是必需的,例如在以动态udmodel为特征的鲁棒控制中,该模型依赖于系统的设备,因此像LQR控制器那样依赖角速度。在LQR中没有积分器,因此没有以定子中心为中心的轴的完美居中部分。相反,PID控制器不依赖角速度 ud,并且可以根据一些简单规则轻松实现。预测控制是另一个有趣的控制器,其特征在于:为了获得最小的成本函数,在不同条件下运行的多个控制器,但是在这种情况下,出于前面讨论的相同原因引入了角速度。

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