Structural-parametric models of electromagnetoelastic actuators for nano- and micromanipulators of mechatronic systems

Author(s)

Abstract
Structural-parametric models, parametric structural schematic diagrams, transfer functions of electromagnetoelastic actuators for nano- and micromanipulators are obtained. Effects of geometric and physical parameters of electromagnetoelastic actuators and external load on its dynamic characteristics are determined. For calculations mechatronic systems with piezoactuators of nano- and micromanipulators the parametric structural schematic diagrams and the transfer functions of piezoactuators are obtained. A generalized parametric structural schematic diagram of the electromagnetoelastic actuator is constructed.

Keywords
Electromagnetoelastic actuator, deformation, nano- and micromanipulators, structural-parametric model, piezoactuator, parametric structural schematic diagram, transfer functions

Cite this paper
Sergey M. Afonin, Structural-parametric models of electromagnetoelastic actuators for nano- and micromanipulators of mechatronic systems , SCIREA Journal of Mechanics. Volume 1, Issue 2, December 2016 | PP. 64-80. 10.54647/mechanics13002

References

[ 1 ]	Uchino, K. (1997) Piezoelectric actuator and ultrasonic motors. Boston, MA: Kluwer Academic Publisher, 347 p.
[ 2 ]	Afonin, S.M. (2006) Solution of the wave equation for the control of an elecromagnetoelastic transduser. Doklady mathematics, 73, 2, 307-313, doi:10.1134/S1064562406020402.
[ 3 ]	Afonin, S.M. (2008) Structural parametric model of a piezoelectric nanodisplacement transduser. Doklady physics, 53, 3, 137-143, doi:10.1134/S1028335808030063.
[ 4 ]	Afonin, S.M. (2014) Stability of strain control systems of nano-and microdisplacement piezotransducers. Mechanics of solids, 49, 2, 196-207, doi:10.3103/S0025654414020095.
[ 5 ]	Yang, Y. , Tang, L. (2009) Equivalent circuit modeling of piezoelectric energy harvesters, Journal of intelligent material systems and structures, 20, 18, 2223-2235.
[ 6 ]	Cady, W.G. (1946) Piezoelectricity an introduction to the theory and applications of electromechancial phenomena in crystals. New York, London: McGraw-Hill Book Company, 806 p.
[ 7 ]	Physical Acoustics: Principles and Methods. (1964) Vol.1. Part A. Methods and Devices. Ed.: W. Mason. New York: Academic Press. 515 p.
[ 8 ]	Zwillinger, D. (1989) Handbook of Differential Equations. Boston: Academic Press. 673 p.
[ 9 ]	Afonin, S.M. (2015) Structural-parametric model and transfer functions of electroelastic actuator for nano- and microdisplacement, Chapter 9 in Piezoelectrics and Nanomaterials: Fundamentals, Developments and Applications. Ed. I.A. Parinov. New York: Nova Science. pp. 225-242.
[ 10 ]	Afonin, S.M. (2005) Generalized parametric structural model of a compound elecromagnetoelastic transduser. Doklady physics, 50, 2, 77-82, doi:10.1134/1.1881716.
[ 11 ]	Afonin, S.M. (2015) Optimal control of a multilayer submicromanipulator with a longitudinal piezo effect. Russian engineering research, 35, 12, 907-910, doi:10.3103/S1068798X15120035.
[ 12 ]	Afonin, S.M. (2002) Parametric structural diagram of a piezoelectric converter. Mechanics of solids, 37, 6, 85-91.
[ 13 ]	Afonin, S.M. (2003) Deformation, fracture, and mechanical characteristics of a compound piezoelectric transducer. Mechanics of solids, 38, 6, 78-82.
[ 14 ]	Afonin, S.M. (2004) Parametric block diagram and transfer functions of a composite piezoelectric transducer. Mechanics of solids, 39, 4, 119-127.
[ 15 ]	Afonin, S.M. (2007) Elastic compliances and mechanical and adjusting characteristics of composite piezoelectric transducers. Mechanics of solids, 42, 1, 43-49, doi:10.3103/S0025654407010062.
[ 16 ]	Afonin, S.M. (2009) Static and dynamic characteristics of a multy-layer electroelastic solid. Mechanics of solids, 44, 6, 935-950, doi:10.3103/S0025654409060119.
[ 17 ]	Afonin, S.M. (2010) Design static and dynamic characteristics of a piezoelectric nanomicrotransducers. Mechanics of solids, 45, 1, 123-132, doi:10.3103/S0025654410010152.
[ 18 ]	Afonin, S.M. (2001) Structural-parametric model of nanometer-resolution piezomotor. Russian engineering research, 21, 5, 42-50.
[ 19 ]	Afonin, S.M. (2002) Parametric structure of composite nanometric piezomotor. Russian engineering research, 22, 12, 9-24.
[ 20 ]	Afonin, S.M. (2011) Electromechanical deformation and transformation of the energy of a nano-scale piezomotor. Russian engineering research, 31, 7, 638-642, doi:10.3103/S1068798X11070033.
[ 21 ]	Afonin, S.M. (2011) Electroelasticity problems for multilayer nano- and micromotors. Russian engineering research, 31, 9, 842-847, doi:10.3103/S1068798X11090036.
[ 22 ]	Afonin, S.M. (2012) Nano- and micro-scale piezomotors. Russian engineering research, 32, 7-8, 519-522, doi:10.3103/S1068798X12060032.
[ 23 ]	Afonin, S.M. (2015) Dynamic characteristics of multilayer piezoelectric nano- and micromotors. Russian engineering research, 35, 2, 89-93, doi:10.3103/S1068798X15020045.
[ 24 ]	Afonin, S.M. (2005) Generalized structural parametric model of an elecromagnetoelastic transduser for control system of nano- and microdisplacement: I. Solution of the wave equation for control problem of an elecromagnetoelastic transduser. Journal of computer and systems sciences international, 44, 3, 399-405.
[ 25 ]	Afonin, S.M. (2005) Generalized structural parametric model of an elecromagnetoelastic transduser for control system of nano- and microdisplacements: II. On the generalized structural parametric model of a compound elecromagnetoelastic transduser. Journal of computer and systems sciences international, 44, 4, 606-612.
[ 26 ]	Afonin, S.M. (2006) Generalized structural-parametric model of an elecromagnetoelastic converter for nano- and micrometric movement control systems: III. Transformation parametric structural circuits of an elecromagnetoelastic converter for nano- and micromovement control systems. Journal of computer and systems sciences international, 45, 2, 317-325, doi:10.1134/S106423070602016X.
[ 27 ]	Afonin, S.M. (2015) Block diagrams of a multilayer piezoelectric motor for nano- and microdisplacements based on the transverse piezoeffect. Journal of computer and systems sciences international, 54, 3, 424-439, doi:10.1134/S1064230715020021.
[ 28 ]	Afonin, S.M. (2006) Absolute stability conditions for a system controlling the deformation of an elecromagnetoelastic transduser. Doklady mathematics, 74, 3, 943-948, doi:10.1134/S1064562406060391.