Titlebook: Wave Propagation in Linear and Nonlinear Periodic Media; Analysis and Applica Francesco Romeo,Massimo Ruzzene Book 2012 Springer-Verlag Wie

constellation

Piezoelectric Superlattices and Shunted Periodic Arrays as Tunable Periodic Structures and Metamateld coupling is identified as the enabler mechanism for the generation of the internal resonance. Numerical studies for 1D and 2D piezoelectric superlattices and analytical studies developed on the basis of the long wavelength approximation support the interpretation of the coupling as an internally resonant mechanism.

BAIL

斗爭

Piezoelectric Superlattices and Shunted Periodic Arrays as Tunable Periodic Structures and Metamateveguide with a periodic array of shunted piezoelectric patches. Each patch is shunted through a passive circuit which induces resonance in the equivalent mechanical impedance of the waveguide. Analytical, numerical and experimental studies illustrate the characteristics of the system and quantify su

玷污

Outmoded

Topology optimization,The method will be described in general terms without specific reference to relevant problems in vibration and wave propagation. The core of this chapter follow in the subsequent chapters that include the author’.s contributions to different applications of topology optimization in dynamics.

LAITY

Piezoelectric Superlattices and Shunted Periodic Arrays as Tunable Periodic Structures and Metamateveguide with a periodic array of shunted piezoelectric patches. Each patch is shunted through a passive circuit which induces resonance in the equivalent mechanical impedance of the waveguide. Analytical, numerical and experimental studies illustrate the characteristics of the system and quantify su

affinity

Map-based approaches for periodic structures,r mechanical systems are considered. The first part of the chapter is devoted to linear problems; general multi-coupled periodic systems are presented and they are dealt with by means of linear maps, namely the transfer matrices of single units. An exhaustive description of the free wave propagation

道學氣

Minikin

Angioplasty

Map-based approaches for periodic structures,r mechanical systems are considered. The first part of the chapter is devoted to linear problems; general multi-coupled periodic systems are presented and they are dealt with by means of linear maps, namely the transfer matrices of single units. An exhaustive description of the free wave propagation