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Active vibration isolation via simultaneous left-right eigenvector assignment

机译:通过同时进行左右特征向量分配实现主动隔振

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The objective of this research is to synthesize a simultaneous left and right eigenvector assignment (SLREA) method for active vibration isolation. It is a pioneering effort to utilize such an eigenvector assignment concept for active isolator design, where the approach can provide good physical insight into the problem. In this investigation, a new algorithm for the synthesis of the desired left eigenvectors is developed, which is an improvement over the classical methods. 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 region (isolation area of the isolator) have relatively small vibration amplitude. Correspondingly, the design goal of the 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 the proposed 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 vectors and the left eigenvectors are minimized. The components of the right eigenvectors corresponding to the concerned region are minimized concurrently. It is shown that, with the SLREA technique, both disturbance rejection and modal confinement can be achieved, and thus vibration amplitude in the isolated region can be suppressed significantly.
机译:这项研究的目的是合成主动振动隔离的同时左右特征向量分配(SLREA)方法。利用这种特征向量分配概念进行有源隔离器设计是一项开创性的工作,该方法可以为问题提供良好的物理见解。在这项研究中,开发了一种用于合成所需左特征向量的新算法,它是对传统方法的改进。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(隔离器的隔离区域)相对应的模态分量具有相对较小的振动幅度。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,以使它们与系统的强制向量尽可能接近正交。利用所提出的方法,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。同时最小化对应于所关注区域的右特征向量的分量。结果表明,利用SLREA技术,可以同时实现干扰抑制和模态限制,从而可以显着抑制隔离区域的振动幅度。

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