Stubbs（1985）和Stubbs and Osegueda（1987）建立了一个结构单元刚度变化与模态刚度 （modal stiffness）变化之间关系的表达式，以此来根据测量数据确定损伤的单元（损伤位置）。 作者应用数值例子检测了该方法的实用性。
基于124个网页-相关网页
Stiffness Matrix in Modal Coordinate 振态座标下劲度矩阵
By modal stiffness matrix, modal mass matrix and modal frequency, shaft units of simulator is designed. The former three steps natural characteristics are identical with the real units'.
依据设计原则，利用模态刚度矩阵、模态质量矩阵和模态频率相似进行了扭振模拟机轴系的设计，扭振模拟机轴系前三阶固有特性与实际机组轴系扭振动特性基本一致。
The complex modal analysis method is generalized to the cases in which stiffness matrix may be singular and mass matrix, damping matrix and stiffness may be nonsymmetric.
把复模态分析法推广到刚度矩阵可以奇导且质量矩阵、阻尼矩阵和刚度矩阵均不必为对称的情形。
An efficient numerical method for simultaneously updating mass matrix and stiffness matrix of a finite element analytical model based on incomplete modal data measured is presented.
提出一种基于不完全模态测量数据同时修正有限元质量矩阵与刚度矩阵的有效数值方法。
应用推荐