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Resonant tuning of langevin transducers for ultrasonically assisted machining applications

Resonant tuning of langevin transducers for ultrasonically assisted machining applications
Resonant tuning of langevin transducers for ultrasonically assisted machining applications
This article provides a fundamental study into the trade-offs between the location of piezoceramic elements, resonant frequency, and achievable ultrasonic vibration amplitude at the working end of the bolted Langevin-style transducers (BLTs) for ultrasonically assisted machining (UAM) applications. Analytical models and finite-element (FE) models are established for theoretical study, which are then validated by experiments on four real electromechanical transducers. The results suggest that resonant frequency and oscillation amplitude of the BLTs depend essentially on the dimensions of the system and the location of the piezoceramic elements. The highest resonant frequency and the maximal vibration are achieved when the piezoceramic elements are at the longitudinal displacement node, where the highest effective electromechanical coupling coefficient value is exhibited. However, the minimal resonant frequency and the lowest vibration, which is almost equal to zero, are observed when the piezoceramic elements are located at the displacement antinode. In addition, the longitudinal displacement node locations are dependent on the resonant frequency of the devices rather than the locations of the piezoceramic elements.
0885-3010
1888-1896
K. Astashev, Vladimir
373c7fdd-d0e7-45a8-8a0a-8498fb7a6756
A. Pichugin, Kirill
91c8ad7e-39ec-4c1a-a1f0-a4bce9d85554
Li, Xuan
ed01c0d5-68e0-4abe-8642-5b9ebf153314
Meadows, Alan
39d1a0ff-d85d-4e44-8e3c-8362375d5d84
I. Babitsky, Valdimir
f1c25131-b36a-4ecd-a6ff-8cced952cd62
K. Astashev, Vladimir
373c7fdd-d0e7-45a8-8a0a-8498fb7a6756
A. Pichugin, Kirill
91c8ad7e-39ec-4c1a-a1f0-a4bce9d85554
Li, Xuan
ed01c0d5-68e0-4abe-8642-5b9ebf153314
Meadows, Alan
39d1a0ff-d85d-4e44-8e3c-8362375d5d84
I. Babitsky, Valdimir
f1c25131-b36a-4ecd-a6ff-8cced952cd62

K. Astashev, Vladimir, A. Pichugin, Kirill, Li, Xuan, Meadows, Alan and I. Babitsky, Valdimir (2020) Resonant tuning of langevin transducers for ultrasonically assisted machining applications. IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control, 67 (9), 1888-1896. (doi:10.1109/TUFFC.2020.2991836).

Record type: Article

Abstract

This article provides a fundamental study into the trade-offs between the location of piezoceramic elements, resonant frequency, and achievable ultrasonic vibration amplitude at the working end of the bolted Langevin-style transducers (BLTs) for ultrasonically assisted machining (UAM) applications. Analytical models and finite-element (FE) models are established for theoretical study, which are then validated by experiments on four real electromechanical transducers. The results suggest that resonant frequency and oscillation amplitude of the BLTs depend essentially on the dimensions of the system and the location of the piezoceramic elements. The highest resonant frequency and the maximal vibration are achieved when the piezoceramic elements are at the longitudinal displacement node, where the highest effective electromechanical coupling coefficient value is exhibited. However, the minimal resonant frequency and the lowest vibration, which is almost equal to zero, are observed when the piezoceramic elements are located at the displacement antinode. In addition, the longitudinal displacement node locations are dependent on the resonant frequency of the devices rather than the locations of the piezoceramic elements.

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Published date: 1 May 2020

Identifiers

Local EPrints ID: 497423
URI: http://eprints.soton.ac.uk/id/eprint/497423
ISSN: 0885-3010
PURE UUID: 557fd1a5-8989-4a16-8413-fa062a2b8cc8
ORCID for Xuan Li: ORCID iD orcid.org/0000-0002-5655-8631

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Date deposited: 22 Jan 2025 17:47
Last modified: 22 Aug 2025 02:46

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Contributors

Author: Vladimir K. Astashev
Author: Kirill A. Pichugin
Author: Xuan Li ORCID iD
Author: Alan Meadows
Author: Valdimir I. Babitsky

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