摘要
讨论了振动控制中采用试验模态分析技术实现模态滤波器,以获取模态坐标时传感器的优化配置问题。为了使由频响函数所构成的矩阵条件数最小,以减小模态滤波器误差,提出了一种次优方法。它逐步消除那些对该矩阵条件数贡献最小的传感器可选位置,一直到只剩下希望的传感器数目的位置为止。这种方法简单易行,效率较高。并通过一个空间智能桁架结构的传感器优化配置研究。
The problem of optimal sensor placement is discussed when the sensor outputs are used to extract the modal coordinates by means of Modal Filters (MF) implemented on the basis of the experimental modal analysis theory. To make the MF errors as small as possible, the condition number of the matrix formed from frequency response functions is minimized by the proposed successive reduction approach. The approach reduces successively the number of candidate sensor locations which contribute less to the condition number (the objective function) until the number of remained candidate sensor locations is equal to the number of required sensors. It is efficient and easy to use. Furthermore, the approach is applied to place sensors optimally on an intelligent space truss structure. Simulations demonstrate that the approach is effective.
出处
《机械强度》
EI
CAS
CSCD
北大核心
1999年第4期241-243,共3页
Journal of Mechanical Strength
基金
国家自然科学基金
关键词
传感器
振动控制
智能结构
优化配置
频域方法
sensor placement, modal filter, vibration control, intelligent structure