An investigation into the eigenvalue loci veering and modal sensitivity is presented for mistuned structural systems. Examples from both the weakly coupled uniaxial component systems and the cyclic symmetric systems are considered. The analysis is based on singular perturbation techniques. It is sho
MULTI-PARAMETER LINEAR PERIODIC SYSTEMS: SENSITIVITY ANALYSIS AND APPLICATIONS
โ Scribed by ALEXANDER P. SEYRANIAN; FREDERIK SOLEM; PAULI PEDERSEN
- Publisher
- Elsevier Science
- Year
- 2000
- Tongue
- English
- Weight
- 277 KB
- Volume
- 229
- Category
- Article
- ISSN
- 0022-460X
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โฆ Synopsis
For stability analysis of linear periodic systems with more than one degree of freedom, the Floquet method is a general and valuable, practical method. In multi-parameter periodic systems, repeated numerical integration to obtain the Floquet matrix may be a limiting factor, and e!ective sensitivity analysis of stability characteristics is therefore needed. Analytical "rst and second order sensitivities of the Floquet matrix and its eigenvalues (multipliers) are presented in this paper. Some numerical applications are given. These include e!ective stabilization by proper change of parameters and optimal design with constraints on stability requirements.
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