4.6 Article

Design and performance study of a piezoelectric beam conveyor based on the standing wave principle

期刊

SMART MATERIALS AND STRUCTURES
卷 32, 期 9, 页码 -

出版社

IOP Publishing Ltd
DOI: 10.1088/1361-665X/ace66c

关键词

piezoelectric; standing wave drive; Chebyshev polynomial; sliding device; design of teeth

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This paper aims to develop a simple piezoelectric beam conveyor based on the standing wave principle and explores the effect of tooth height on the piezoelectric beam and the number of piezoelectric plates on the motion. The numerical model is established based on the Euler-Bernoulli beam theory and Lagrange equation, using the Chebyshev polynomial as the admissible displacement function, and the correctness of the numerical model calculation results is verified using ANSYS. The effect of tooth height on motion efficiency is analyzed from theory and experiment, respectively, and the effects of voltage amplitude, frequency, preload force, and the driving quantity of piezoelectric plates on the slider motion speed and driving force are discussed. The conclusion is informative for the selection of tooth and preload force.
Due to the interference of the magnetic field, regular motors are not suitable for precision transport in strong magnetic fields. With their insensitivity to magnetic fields, piezoelectric materials can be used to develop novel conveyors to bridge that gap. This paper aims to develop a simple piezoelectric beam conveyor based on the standing wave principle, and explore the effect of the height of the teeth on the piezoelectric beam and the number of piezoelectric plates on the motion. Based on the Euler-Bernoulli beam theory and Lagrange equation, the Chebyshev polynomial is used as the admissble displacement function to establish the numerical model. And the ANSYS is used to verify the correctness of the numerical model calculation results. It is analyzed the effect of tooth height on motion efficiency from theory and experiment, respectively. And the effects of voltage amplitude, frequency, preload force, and the driving quantity of piezoelectric plates on the slider motion speed and driving force are discussed. The conclusion is informative for the selection of tooth and preload force.

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