3-3 piezoelectric metamaterial with negative and zero Poisson's ratio for hydrophones applications

Kamran A. Khan, Muhammad Ali Khan

Research output: Contribution to journalArticlepeer-review

28 Scopus citations

Abstract

This study presents the electromechanical properties of the 3-3 piezoelectric metamaterial based on variants of honeycomb (HC) structure. Three kinds of three-dimensional (3D) elastically anisotropic and piezoelectrically active HC structures were introduced, namely, conventional HC (3D-CHC), a re-entrant HC (3D-RE) and a semi-re-entrant HC (3D-SRE). Highly porous 3D finite element models of the mentioned three kinds of metamaterials were developed and the role of ligament orientation on their effective elastic, piezoelectric and dielectric properties was completely characterized. The intrinsic symmetry of HC structure was utilized and simplified mixed boundary conditions equivalent to periodic boundary conditions were recognized. In comparison to their bulk constituent, all the 3-3 type piezoelectric HC networks exhibited an enhanced response, especially for the longitudinal poling. The normalized figures of merit show a mild dependence on the angle θ and the underlying deformation mechanisms associated with the zero, positive and negative Poisson's ratios. Figures of merit such as hydrostatic strain coefficient (dh), the hydrostatic figure of merit (dh.gh) and the acoustic impedance (Z) reached their best values at small angles, i.e., θ = 30°. Longitudinally poled networks exhibited four order of magnitude increase in their hydrostatic figure of merit (foam to solid ratio >10,000) and one order of magnitude decrease in the acoustic impedance indicating their applicability for the design of hydrophones.

Original languageBritish English
Pages (from-to)194-204
Number of pages11
JournalMaterials Research Bulletin
Volume112
DOIs
StatePublished - Apr 2019

Keywords

  • Auxetic smart structures
  • Cellular materials
  • Electromechanical properties
  • Honey comb structures
  • Metamaterials
  • Piezoelectric materials
  • Unit cell method

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