This paper outlines a model for a corner-supported, thin, rectangular bimorph actuated by a two-dimensional array of segmented, orthotropic PVDF laminates; it investigates the realization and measurement of such a bimorph. First, a model is derived to determine the deflected shape of an orthotropic laminate for a given distribution of voltages over the actuator array. Then, boundary conditions are realized in a laboratory setup to approach the theoretical corner-supported boundary condition. Finally, deflection measurements of actuated orthotropic PVDF laminates are performed with Electronic Speckle Pattern Interferometry and are compared to the model results.
Volume Subject Area:
Dynamic Systems and Control
1.
C.H. Jenkins and A.M. Vinogradov, 2000, “Active polymers for space applications,” IEEE Aerospace Conference Proceedings, pp. 415–420.
2.
J.E. Massad, G.N. Washington and H. Sumali, 2005, “Orthotropic deflection model for corner-supported plates with segmented in-plane actuators,” Proc. SPIE, 5757, pp. 503–514.
3.
J.E. Massad, H. Sumali, J. W. Martin, and P.M. Chaplya, 2004, “Deflection model for corner-supported plates with segmented in-plane actuators,” Proc. SPIE, 5383, pp. 309–319.
4.
R.E. Reed, “Comparison of methods in calculating frequencies of corner-supported rectangular plates,” NASA Technical Report, NASA-TN-D-3030, 1965.
5.
H. Sumali, J.E. Massad, J. W. Martin, and P.M. Chaplya, 2004, “Deflection Control of a Corner-supported Plate Using Segmented In-plane Actuators,” Proc. ASME IMECE 2004-61141.
6.
A. Vinogradov, 2002, “Piezoelectricity in Polymers,” in M. Schwartz (Ed.), Encyclopedia of Smart Materials, pp. 781–792, J. Wiley, New York.
7.
Washington
G.
1996
, “Smart aperture antennas
,” Smart Materials and Structures
, 5
(6
), pp. 801
–805
.
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