A new method for partial eigenstructure assignment using acceleration and displacement feedback for undamped vibration systems is presented in this paper. Firstly, a necessary and sufficient condition is proposed for the incremental mass and stiffness matrices that modify some eigenpairs while keeping other eigenpairs unchanged. Secondly, based on this condition, an algorithm for determining the required control gain matrices of acceleration and displacement feedback, which assign the desired eigenstructure, is developed. This algorithm is easy to implement, and works directly on the second-order system model. More importantly, the algorithm allows the control matrix to be specified beforehand and also leads naturally to a small norm soluti...
In this paper, we study the partial eigenvalue assignment problem for the second-order system, where...
The inverse eigenstructure assignment aims at computing the mass and stiffness parameters, leading t...
Based on the notions of spectrum sensitivities, proposed by us earlier, we develop a novel optimizat...
A novel method for partial eigenstructure assignment of undamped vibration systems using acceleratio...
The partial quadratic eigenvalue assignment problem (PQEVAP) is to shift a few undesired eigenvalues...
The partial eigenvalue assignment problem has drawn much attention for decades because of its useful...
A new approach for the partial eigenvalue and eigenstructure assignment of undamped vibrating system...
The assignment of the eigenstructure (i.e. eigenvalues and eigenvectors) in vibrating systems is an ...
It is shown in this paper that, by the appropriate choice of gain and input influence matrices, cert...
The inverse eigenstructure assignment in structural dynamics and control aims at determining the mas...
The dynamic behaviour of a vibrating system depends on its eigenstructure, which consists of the eig...
A no spill-over method is developed which uses measured normal modes and natural frequencies to adju...
The partial quadratic eigenvalue assignment problem (PQEAP) is to compute a pair of feedback matrice...
Specifications on the dynamic behavior of feedback-controlled vibrating systems are often expressed ...
This paper introduces a parametric approach for solving the problem of eigenstructure assignment via...
In this paper, we study the partial eigenvalue assignment problem for the second-order system, where...
The inverse eigenstructure assignment aims at computing the mass and stiffness parameters, leading t...
Based on the notions of spectrum sensitivities, proposed by us earlier, we develop a novel optimizat...
A novel method for partial eigenstructure assignment of undamped vibration systems using acceleratio...
The partial quadratic eigenvalue assignment problem (PQEVAP) is to shift a few undesired eigenvalues...
The partial eigenvalue assignment problem has drawn much attention for decades because of its useful...
A new approach for the partial eigenvalue and eigenstructure assignment of undamped vibrating system...
The assignment of the eigenstructure (i.e. eigenvalues and eigenvectors) in vibrating systems is an ...
It is shown in this paper that, by the appropriate choice of gain and input influence matrices, cert...
The inverse eigenstructure assignment in structural dynamics and control aims at determining the mas...
The dynamic behaviour of a vibrating system depends on its eigenstructure, which consists of the eig...
A no spill-over method is developed which uses measured normal modes and natural frequencies to adju...
The partial quadratic eigenvalue assignment problem (PQEAP) is to compute a pair of feedback matrice...
Specifications on the dynamic behavior of feedback-controlled vibrating systems are often expressed ...
This paper introduces a parametric approach for solving the problem of eigenstructure assignment via...
In this paper, we study the partial eigenvalue assignment problem for the second-order system, where...
The inverse eigenstructure assignment aims at computing the mass and stiffness parameters, leading t...
Based on the notions of spectrum sensitivities, proposed by us earlier, we develop a novel optimizat...