Methods of System Identification for Anisotropic Laminates
Abstract The present paper is concerned with the identification of thin anisotropic laminates under transverse dynamic loads. A variational formulation of the problem governing the out-of-plane vibrations of the system is outlined allowing application of the Rayleigh-Ritz methodology for the spatial discretization. The resulting vector differential equation is then solved in the time domain with the objective of collecting enough input/output pairs so as to permit the selected identification algorithm to converge. A few identification methods of parametric type are described and applied to clamped anisotropic laminates under the assumption of a SISO (single-input single-output) structure model. The choice of the latter, of the relevant parameters and of the excitation capable of producing significant dynamics are among the keys for the success of the procedure. Extensions to other categories of identification methods as well as applications for the active control of the laminate are currently under development.