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Effect of size-dependent properties on electromechanical behaviour of composite structures

Effect of size-dependent properties on electromechanical behaviour of composite structures
Effect of size-dependent properties on electromechanical behaviour of composite structures
Due to its electromechanical applications in the form of nanodevices such as distributors, actuators, and sensors, the electromechanical behavior of piezocomposite structures becomes a new avenue for research. This article presents the derivation of an exact analytical solution of the composite plate based on theory of Kirchhoff’s plate and extended theory of piezoelectricity. The electromechanical behavior of piezocomposite structures accounting the influence of size-dependent properties such as piezoelectric and surface effect is investigated. In addition to this, the parametric analysis is carried out using the different parameters such as aspect ratio and thickness on the electromechanical response of composite structures. The consequences of the present study explore that the influence of size-dependent properties on the electromechanical behavior of composite structures is noteworthy with respect to the size of structures and can be ignored at bulk sizes. The electromechanical behavior including dynamic response (resonant frequency) of composite plates shows significant enhancement as compared to the conventional composite plate. This current study offers pathways for developing novel composite materials with enhanced control authority and offer guideline for the application and design of nanodevices in energy harvesting. It also highlights the opportunity to evolve high-performance and lightweight micro/nano-electro-mechanical system (M-/NEMS).
Naskar, Susmita
5f787953-b062-4774-a28b-473bd19254b1
Kishor Shingare
Naskar, Susmita
5f787953-b062-4774-a28b-473bd19254b1

Kishor Shingare (2021) Effect of size-dependent properties on electromechanical behaviour of composite structures. UK Association for Computational Mechanics (UKACM), Loughborough University, United Kingdom. 5 pp .

Record type: Conference or Workshop Item (Paper)

Abstract

Due to its electromechanical applications in the form of nanodevices such as distributors, actuators, and sensors, the electromechanical behavior of piezocomposite structures becomes a new avenue for research. This article presents the derivation of an exact analytical solution of the composite plate based on theory of Kirchhoff’s plate and extended theory of piezoelectricity. The electromechanical behavior of piezocomposite structures accounting the influence of size-dependent properties such as piezoelectric and surface effect is investigated. In addition to this, the parametric analysis is carried out using the different parameters such as aspect ratio and thickness on the electromechanical response of composite structures. The consequences of the present study explore that the influence of size-dependent properties on the electromechanical behavior of composite structures is noteworthy with respect to the size of structures and can be ignored at bulk sizes. The electromechanical behavior including dynamic response (resonant frequency) of composite plates shows significant enhancement as compared to the conventional composite plate. This current study offers pathways for developing novel composite materials with enhanced control authority and offer guideline for the application and design of nanodevices in energy harvesting. It also highlights the opportunity to evolve high-performance and lightweight micro/nano-electro-mechanical system (M-/NEMS).

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Published date: 2021
Venue - Dates: UK Association for Computational Mechanics (UKACM), Loughborough University, United Kingdom, 2021-04-14

Identifiers

Local EPrints ID: 453194
URI: http://eprints.soton.ac.uk/id/eprint/453194
PURE UUID: b9f090d4-43de-43a2-a584-6fdc007d7433
ORCID for Susmita Naskar: ORCID iD orcid.org/0000-0003-3294-8333

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Date deposited: 10 Jan 2022 18:04
Last modified: 17 Mar 2024 04:07

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Contributors

Author: Susmita Naskar ORCID iD
Corporate Author: Kishor Shingare

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