A new method of updating mass and stiffness matrices simultaneously with no spillover Jun Yang1, Huajiang Ouyang2 and Jia-Fan Zhang1 A method for updating mass and stiffness matrices without spillover is presented, which requires the knowledge of only the few eigenpairs to be updated of the original undamped model. The finite element model updating problem with symmetric preserving and no spillover is formulated as a semi-definite programming problem, which can be efficiently solved by existing semi-definite programming algorithms. Numerical examples show that, using the presented updating method, the updated model accurately reproduces the ‘‘measured’ ’ modal data, while keeping the symmetry of mass and stiffness matrices and avoiding spil...
This paper presents an efficient and systematic approach to simultaneously update the mass, damping,...
By adjusting the analytic mass matrix or stiffness parameters, the correlation between measured and ...
Finite element model correction of quadratic eigenvalue problems (QEPs) using a symmetric eigenstruc...
A method for updating mass and stiffness matrices without spillover is presented, which requires th...
We consider two finite element model updating problems, which incorporate the measured modal data in...
The objective of model updating is to improve the accuracy of a dynamic model based on the correlati...
AbstractMeasured and analytical data are unlikely to be equal due to measured noise, model inadequac...
Model updating is becoming a common method to improve the correlation between finite element models ...
New approaches are developed that use measured data to adjust the analytical mass and stiffness matr...
An effective and reliable approach to updating finite element (FE) models of real structures is to u...
[[abstract]]Finite element model correction of quadratic eigenvalue problems (QEPs) using a symmetri...
A new direct method for the finite element (FE) matrix updating problem in a hysteretic (or material...
[[abstract]]Updating a system modeled as a real symmetric quadratic eigenvalue problem to match obse...
SIGLEAvailable at INIST (FR), Document Supply Service, under shelf-number : 26165 A, issue : a.1996 ...
Finite element (FE) models are useful for many applications in engineering community such as structu...
This paper presents an efficient and systematic approach to simultaneously update the mass, damping,...
By adjusting the analytic mass matrix or stiffness parameters, the correlation between measured and ...
Finite element model correction of quadratic eigenvalue problems (QEPs) using a symmetric eigenstruc...
A method for updating mass and stiffness matrices without spillover is presented, which requires th...
We consider two finite element model updating problems, which incorporate the measured modal data in...
The objective of model updating is to improve the accuracy of a dynamic model based on the correlati...
AbstractMeasured and analytical data are unlikely to be equal due to measured noise, model inadequac...
Model updating is becoming a common method to improve the correlation between finite element models ...
New approaches are developed that use measured data to adjust the analytical mass and stiffness matr...
An effective and reliable approach to updating finite element (FE) models of real structures is to u...
[[abstract]]Finite element model correction of quadratic eigenvalue problems (QEPs) using a symmetri...
A new direct method for the finite element (FE) matrix updating problem in a hysteretic (or material...
[[abstract]]Updating a system modeled as a real symmetric quadratic eigenvalue problem to match obse...
SIGLEAvailable at INIST (FR), Document Supply Service, under shelf-number : 26165 A, issue : a.1996 ...
Finite element (FE) models are useful for many applications in engineering community such as structu...
This paper presents an efficient and systematic approach to simultaneously update the mass, damping,...
By adjusting the analytic mass matrix or stiffness parameters, the correlation between measured and ...
Finite element model correction of quadratic eigenvalue problems (QEPs) using a symmetric eigenstruc...