Fundamentals on Piezoelectricity

By A. Arnau, D. M. Soares. 2004

620 citations recorded by the source corpus.

Subfields: Atomic and Molecular Physics, and Optics, Biomedical Engineering, Electrical and Electronic Engineering

View Paper: https://www.semanticscholar.org/paper/4cfb6fe37a873685c3ae2f45e4f8398027d1d5a9

How researchers see this paper

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

In Atomic and Molecular Physics, and Optics

1. S. O. Reza Moheimani
2. Gianluca Piazza
3. A. Pisano
4. Philip Stephanou
5. Evangelos Eleftheriou
6. Zhong Lin Wang
7. Francesco dell'Isola
8. Daniel J. Inman

In Biomedical Engineering

1. Lihua Tang
2. Yaowen Yang
3. Alper Erturk
4. Daniel J. Inman
5. Chee Kiong Soh
6. Henry Sodano
7. Zhong Lin Wang
8. Abdessattar Abdelkefi

In Electrical and Electronic Engineering

1. Alper Erturk
2. Daniel J. Inman
3. Lihua Tang
4. Yaowen Yang
5. Henry Sodano
6. Chee Kiong Soh
7. Abdessattar Abdelkefi
8. Brian P. Mann

Citations in the corpus

• Structural impedance based damage diagnosis by piezo‐transducers (2003, background): “The PZT patches are made up of materials which exhibit the phenomenon of ‘piezoelectricity’ [19].”
• Equivalent Circuit Modeling of Piezoelectric Energy Harvesters (2009, background): “Cdr is termed damped capacitance (Ikeda, 1990) at the r-th vibration mode.”
• Single-Chip Multiple-Frequency ALN MEMS Filters Based on Contour-Mode Piezoelectric Resonators (2007, methodology): “According to the piezoelectric equations [29], we can remove small amounts of Pt without affecting the electrical transfer function of the resonator because minimal motional charge is generated at these locations.”
• Comparison of piezoelectronic networks acting as distributed vibration absorbers (2004, background): “The interested reader can refer to [23–25] for generality about piezoelectric materials and to [26] for further details and references about models of laminated piezoelectric beams.”
• Fundamental theories of piezotronics and piezo-phototronics (2015, background): “In piezotronics, the fundamental governing equations for both semiconductor and piezoelectric theories included electrostatic equations, current-density equations, continuity equations, [21] and the piezoelectric equations [22].”
• A Review of Power Harvesting from Vibration using Piezoelectric Materials (2004, background): “…and Choi, 1991; Smits et al., 1991; Near, 1996; Inman and Cudney, 2000; Niezrecki et al., 2001) as well as numerous books published on this topic (Gandhi and Thompson, 1992; Ikeda, 1996; Banks et al., 1996; Culshaw, 1996; Clark et al., 1998; Srinivasan and McFarland, 2001; Worden et al., 2003).”
• Control of Quantum-Confined Stark Effect in InGaN-Based Quantum Wells (2009, background): “The parameter eij in (1) is a tensor consisting of piezoelectric stress coefficients (Voigt’s “piezoelectric constants,” also known as e-constants [11]) in”
• Nonlinear nonconservative behavior and modeling of piezoelectric energy harvesters including proof mass effects (2012, methodology): “Ikeda (1996) introduced dissipation within electroelastic media by extending the constitutive equations with time derivatives of the conservative basis variables. Later, Von Wagner (2003) employed this method to a nonlinear set of constitutive relations, and his technique is applied here.”
• A Survey of Control Issues in Nanopositioning (2007, background): “1) Fabrication of Piezoelectric Actuator: A piezoelectric ceramic is a mass of perovskite crystals, in which each crystal is composed of a small, tetravalent metal ion placed inside a lattice of larger divalent metal ions and O [89].”
• Vibrations of an elastic structure with shunted piezoelectric patches: efficient finite element formulation and electromechanical coupling coefficients (2009, neutral): “For the PIC151, the material coupling factors are [42]: k2 31= d2 31 sE 11 33 , k̃2 31= ē2 31 c̄11̄33 , 1+ k̃2 31= 1 1−k2 31 (55)”
• Placement and dimension optimization of shunted piezoelectric patches for vibration reduction (2012, background): “On the contrary, keff ,j characterizes an electromechanical energy ratio, positive by nature [18,48].”
• STReSS: A Practical Tactile Display System with One Millimeter Spatial Resolution and 700 Hz Refresh Rate (2003, background): “For a complete mathematical and physical model of piezoelectric materials, refer to [10].”
• DESIGN CONSIDERATIONS FOR MEMS-SCALE PIEZOELECTRIC MECHANICAL VIBRATION ENERGY HARVESTERS (2005, neutral): “be defined [62] to simplify the analysis.”