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Vibration Isolation Control via Simultaneous Left and Right Eigenvector Assignment

机译:左右特征向量同时分配的隔振控制

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The objective of this research is to investigate the feasibility of utilizing the simultaneous left and right eigenvector assignment concept for vibration isolation feedback control design. The purpose of the right eigenvector assignment method is to alter the closed-loop system modes such that the modal components corresponding to the concerned regions (isolation end of an isolator) have relatively small amplitude. Correspondently, the design goal of left eigenvector assignment is to alter the left eigenvectors of the closed-loop system so that they are as closely orthogonal to the system's forcing vectors as possible. With this approach, one can achieve both disturbance rejection and modal confinement concurrently for the purpose of vibration isolation. In this research, a new formulation is developed so that the desired left eigenvectors of this integrated system are selected through solving a generalized eigenvalue problem, where the orthogonality indices between the forcing vector and the left eigenvectors are minimized. The components of right eigenvectors corresponding to the concerned regions are minimized concurrently. To realistically implement the algorithm, an integrated closed-loop system with state estimator is developed. Numerical simulations are performed to evaluate the effectiveness of the proposed method on concurrent disturbance rejection and modal confinement for a isolator rod design. Frequency responses of the isolator in the selected frequency range are illustrated. It is shown that with the simultaneous left-right eigenvector assignment technique, both disturbance rejection and modal confinement can be achieved, and thus the vibration amplitude in the isolated regions can be suppressed significantly.
机译:这项研究的目的是研究利用左右同时特征向量分配概念进行隔振反馈控制设计的可行性。正确的特征向量分配方法的目的是更改闭环系统模式,以使与所关注区域(隔离器的隔离端)相对应的模态分量具有相对较小的幅度。相应地,左特征向量分配的设计目标是更改闭环系统的左特征向量,以使其与系统的强制向量尽可能正交。通过这种方法,可以同时实现干扰抑制和模态限制,以达到隔振的目的。在这项研究中,开发了一种新的公式,以便通过解决广义特征值问题来选择此集成系统所需的左特征向量,其中强迫向量和左特征向量之间的正交性指数最小。同时最小化与所关注区域相对应的右特征向量的分量。为了现实地实现该算法,开发了带有状态估计器的集成闭环系统。进行了数值模拟,以评估所提出的方法在隔离杆设计的同时抑制干扰和模态约束方面的有效性。说明了所选频率范围内隔离器的频率响应。结果表明,采用左右特征向量同时分配技术,既可以实现扰动抑制又可以实现模态约束,从而可以有效地抑制孤立区域的振动幅度。

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