Flexural wave band gaps in locally resonant thin plates with periodically attached spring–mass resonators

413 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Sound transmission loss of metamaterial thin plates with periodic subwavelength arrays of shunted piezoelectric patches (2015, background): “For the periodic flexural plate system considered here, the location of the folding frequency can be approximate by the associated Bragg frequency [11,47]”
Theoretical and Experimental Study of Locally Resonant and Bragg Band Gaps in Flexural Beams Carrying Periodic Arrays of Beam-Like Resonators (2013, background): “The idea can be further extended to other engineering structures, such as flexural plates [34], lattice structures [13–16], etc.”
Seismic metasurfaces: Sub-wavelength resonators and Rayleigh wave interaction (2016, background): “Locally resonant structures have also been shown to give rise to so-called super-wide pseudo-directional band gaps in platonic crystals (Xiao et al., 2012), such band gaps are formed by the coalescence of Bragg and resonance band gaps.”
Edge waves in plates with resonators: an elastic analogue of the quantum valley Hall effect (2016, methodology): “The dispersion properties of the plate are obtained through the application of the plane wave expansion method (PWEM) [31], which expresses the plate displacement w(x, t) in terms of a finite number of orthogonal modes as w(x, t) = ei(ωt+κ·x) M ∑ p,q=−M ei(pg1+qg2)·xwp,q(κ), with wp,q(κ) being the c”