2006
DOI: 10.1243/09544062jmes255
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Failure and volume fraction dependent mechanical properties of composite sensors and actuators

Abstract: Composite actuators and sensors manufactured by combining a ferroelectric ceramic such as lead zirconate titanate and a passive phase such as a polymer are used in a variety of applications including SONAR, vibration damping, change of structural shape (morphing), and structural health monitoring. The composite route provides specific advantages, including tailored piezoelectric response, high strain, a degree of flexibility, and increased damage tolerance compared with conventional dense monolithic ceramic ma… Show more

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Cited by 15 publications
(13 citation statements)
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“…The frequency is typically in the region from 2 to 3 mHz. Additionally, the limited displacement sensitivity of the DMA allows only the characterization of the high voltage behavior (butterfly 15 In the present work we describe a novel method for determination of the low and high voltage properties of single ceramic fibres at higher frequencies up to 100 Hz.…”
Section: Introductionmentioning
confidence: 99%
“…The frequency is typically in the region from 2 to 3 mHz. Additionally, the limited displacement sensitivity of the DMA allows only the characterization of the high voltage behavior (butterfly 15 In the present work we describe a novel method for determination of the low and high voltage properties of single ceramic fibres at higher frequencies up to 100 Hz.…”
Section: Introductionmentioning
confidence: 99%
“…If the alternating force applied to the harvester continues to increase it will eventually result in straining of the piezoelectric material beyond the previously predicted states. The maximum strain constraint in the piezoelectric material, previously found to be inactive, is therefore likely to be an important consideration for optimization studies based on the dynamics of the system; especially since the failure strain of the piezoelectric material is much smaller that the carbon-fiber reinforced laminate 18 . (a-b) 4N, (c-d) 6.8N, and (e-f) 8N.…”
Section: B Resultsmentioning
confidence: 99%
“…Equation (18) can then be solved using Matlab's built in ODE solver ODE15S, using either one of the two static shapes as an initial start point.…”
Section: A Model For Dynamic Snap-throughmentioning
confidence: 99%
“…8, represent the volume fraction of fibers. The upper and lower limits of the volume fraction of fibers in a laminate depends on the fiber packing and failure modes [10,15]. In this study, the design variables are allowed to vary between 20 to 60% volume fraction of fibers with a 5% increment.…”
Section: Figure 6 Effects Of Aspect Ratio On the Out-of-plane Displamentioning
confidence: 99%