The plane wave expansion method is extended to study the flexural wave propagation in
locally resonant beams with multiple periodic arrays of attached spring-mass resonators …

The authors study the propagation of flexural waves in a locally resonant (LR) thin plate
made of a two-dimensional periodic array of spring–mass resonators attached on a thin …

The complex band structures and attenuation spectra of flexural waves in slender beams
with periodically mounted local resonators are investigated with transfer matrix method. It is …

In this paper, we present a design of locally resonant (LR) beams using periodic arrays of
beam-like resonators (or beam-like vibration absorbers) attached to a thin homogeneous …

Using the transfer matrix theory, we provided the band structure of flexural waves in an Euler-
Bernoulli beam with locally resonant structures, with two degrees of freedom, ie, a resonator …

Periodic structures are effective in attenuating waves in low frequency range at local
resonance (LR) conditions, but it is still a challenge to achieve this in very low frequency …

We study the low frequency wave propagation behavior of sandwich beams containing
periodically embedded internal resonators. A closed form expression for the propagation …

We present theoretical examination and experimental demonstration of locally resonant (LR)
phononic plates consisting of a periodic array of beam-like resonators attached to a thin …

The paper presents asymptotic analysis of an eigenvalue problem for the Helmholtz
operator in a periodic structure involving split-ring resonators [originally proposed in JB …

Multi-low-frequency band gaps for flexural waves in beams are realized by using multiple
resonators containing negative-stiffness (NS) mechanisms in one unit cell. The resonator is …