Quadratic partial eigenvalue assignment in large-scale stochastic dynamic systems for resilient and economic design
Quadratic partial eigenvalue assignment based active vibration control is used. New optimization under uncertainty framework is formulated for resilient design. Hierarchical clustering technique is used to identify disjointed failure domain. Importance sampling is used to estimate low probability of failure to guarantee resilience. Guidelines for selection of feedback matrices are prescribed for implementation.
quadratic partial eigenvalue assignment optimization under uncertainty disjointed failure domains importance sampling probability of failure structural vibrations