Plane wave propagation in a chiral lattice is investigated through the application of Bloch's theorem. Two-dimensional dispersion relations are estimated and analyzed to illustrate peculiar properties of chiral or non-centrosymmetric configurations and investigate the directional behavior of wave propagation for varying geometric parameters. Special attention is devoted to the determination of phase and group wave velocities. Considerations based upon the analysis of velocity plots are compared with results obtained from dispersion curves to further validate the directional behavior of the proposed lattice. Finally, The relation of directionality with frequency of the traveling waves is discussed
The possibility of obtaining band gap structures in chiral auxetic lattices is here considered and a...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
Wave propagation in complex periodic systems is often addressed with the Bloch theorem, and consists...
The manuscript reports the outcome of investigations on the phononic properties of a chiral cellular...
This paper addresses fundamental questions arising in the theory of Bloch-Floquet waves in chiral el...
In this thesis, the longitudinal flexural wave propagation behaviour through symmetric and non-symme...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
AbstractThe paper presents a systematic study of dispersive waves in an elastic chiral lattice. Chir...
International audiencePlane wave propagation in infinite two-dimensional periodic lattices is invest...
The paper presents a systematic study of dispersive waves in an elastic chiral lattice. Chirality is...
A new class of auxetic cellular solids has been recently developed for enhanced mechanical performan...
AbstractThis paper investigates two-dimensional periodic lattices as a means to induce strongly dire...
In-plane wave propagation in hexagonal and re-entrant lattices is a widely investigated subject in t...
The wave propagation behavior for one-dimensional rods, beams, and two-dimensional periodic lattice ...
Physical properties of wave scattering through chiral periodic structure are studied in this paper. ...
The possibility of obtaining band gap structures in chiral auxetic lattices is here considered and a...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
Wave propagation in complex periodic systems is often addressed with the Bloch theorem, and consists...
The manuscript reports the outcome of investigations on the phononic properties of a chiral cellular...
This paper addresses fundamental questions arising in the theory of Bloch-Floquet waves in chiral el...
In this thesis, the longitudinal flexural wave propagation behaviour through symmetric and non-symme...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
AbstractThe paper presents a systematic study of dispersive waves in an elastic chiral lattice. Chir...
International audiencePlane wave propagation in infinite two-dimensional periodic lattices is invest...
The paper presents a systematic study of dispersive waves in an elastic chiral lattice. Chirality is...
A new class of auxetic cellular solids has been recently developed for enhanced mechanical performan...
AbstractThis paper investigates two-dimensional periodic lattices as a means to induce strongly dire...
In-plane wave propagation in hexagonal and re-entrant lattices is a widely investigated subject in t...
The wave propagation behavior for one-dimensional rods, beams, and two-dimensional periodic lattice ...
Physical properties of wave scattering through chiral periodic structure are studied in this paper. ...
The possibility of obtaining band gap structures in chiral auxetic lattices is here considered and a...
This paper describes a numerical and experimental investigation on the flexural wave propagation pro...
Wave propagation in complex periodic systems is often addressed with the Bloch theorem, and consists...