Periodic structures can be used for vibration control thanks to their vibration attenuation stop
bands. The dispersion diagram obtained for the structural unit cell can be used to …

The dynamic characterization of complex structures raises the need for a robust experiment-
based wavenumber identification method, especially when they are tested under complex …

This paper presents an inverse Algebraic Wavenumber Identification (AWI) technique for
multi-modal 1D-periodic structures, which can extract complex wavenumbers from steady …

Wave-based structural identification for real honeycomb sandwich structures has become an
important research focus. However, most existing wave-based identification methods suffers …

This paper presents the application of wave propagation characterization for complex
composite structures through the Algebraic K-space Identification technique in the Cartesian …

This paper presents a method to identify wave equations' parameters using wave dispersion
characteristics (k-space) on two-dimensional domains. The proposed approach uses the …

A robust inverse method for the complex wavenumber space (complex k-space) extraction is
essential for structural vibration and damping analysis of two-dimensional structures. Most …

The reliable estimation of the wavenumber space (k-space) of the plates remains a long-
term concern for acoustic modeling and structural dynamic behavior characterization. Most …

Wave propagation methods have been widely investigated for the potential application to
the detection and localisation of discontinuities in structural waveguides. In the low-mid …

The dataset presented contains the experimental structural response, in the frequency
domain, of a suspended steel plate to a point force excitation. The plate is excited by a …