2006
DOI: 10.1063/1.2180487
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Electromechanical coupling coefficient of an ultrasonic array element

Abstract: One of the most important parameters for characterizing piezoelectric materials is the so-called electromechanical coupling coefficient, k, which describes the electromechanical coupling strength. Although this parameter should be an intrinsic material parameter, it appears to depend on the aspect ratio of the resonator. There are three different values defined for three extreme geometries, k 33 , k 33 Ј , and k t , and they differ by more than 50%. Unfortunately, these three values cannot describe resonators … Show more

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Cited by 32 publications
(12 citation statements)
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“…(5), which is obviously unphysical. In general, the coupling factor will decrease when the vibrations are strongly coupled, 29 in which case, the zero-order approximate solution is no longer valid, and Eq. (5) cannot be used for coupling calculation.…”
Section: Resultsmentioning
confidence: 99%
“…(5), which is obviously unphysical. In general, the coupling factor will decrease when the vibrations are strongly coupled, 29 in which case, the zero-order approximate solution is no longer valid, and Eq. (5) cannot be used for coupling calculation.…”
Section: Resultsmentioning
confidence: 99%
“…The coupling factor k is actually a function of the vibrator aspect ratio, and a unified formula for k has been derived by solving 2-D coupled vibration equations with explicit dependence on the aspect ratio. This allows us to get an idea about the electromechanical coupling factor of resonators of arbitrary aspect ratios [300,301,302,303]. The unified formula for this coupling coefficient as a function of the vibrator aspect ratio of PZT ceramics is given by k=dz3+2dz1s13Etrue(s11E+s12Etrue)false[g2false(Gfalse)1false]true(s33E+2true(s13Etrue)2true(s11E+s12Etrue)false[g2false(Gfalse)1false]true)true(εzzT+2dz12true(s11E+s12Etrue)false[g2false(Gfalse)1false]true) When the aspect ratio G →0, g(G)→0, Eq.…”
Section: Characterization Of Full Matrix Materials Constantsmentioning
confidence: 99%
“…They are very similar to the set of equations from the work of Kim et al, 9,14 except that they are written for a mm2 symmetry class material. They can be simplified considering a 6mm or a 4mm symmetry class material reducing the number of independent constants.…”
Section: Electromechanical Coupling Coefficientmentioning
confidence: 61%