2009
DOI: 10.1063/1.3142442
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A generalized rule for large piezoelectric response in perovskite oxide ceramics and its application for design of lead-free compositions

Abstract: High magnetoelectric effect in laminated composites of giant magnetostrictive alloy and lead-free piezoelectric ceramic J. Appl. Phys. 101, 104103 (2007)

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Cited by 32 publications
(15 citation statements)
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“…19 It is expected new clues can be provided to understand the transition complexity and enhanced piezoelectric properties in BT-based piezoelectric materials by investigating these compositions. It is known that piezoelectric response is dependent on multiple variables such as grain size, domain size, density, morphotropy, and defect structure.…”
Section: Introductionmentioning
confidence: 99%
“…19 It is expected new clues can be provided to understand the transition complexity and enhanced piezoelectric properties in BT-based piezoelectric materials by investigating these compositions. It is known that piezoelectric response is dependent on multiple variables such as grain size, domain size, density, morphotropy, and defect structure.…”
Section: Introductionmentioning
confidence: 99%
“…73 Another strategy adopted for designing lead-free compositions is based upon the trend between the atomic weight ratio of A to B sites ( R w = W a / W b ) and the longitudinal piezoelectric constant d 33 , as shown in Figure 7b . 74 It can be observed that 1/ R w for KNN ceramics (for Na/K ratio of 0.5) is similar to R w for PZT ceramics at the MPB composition, and both of these materials exhibit high piezoelectric response. Piezoelectric compositions show a large response when R w for A-site heavy perovskites and 1/ R w for B-site heavy perovskites are higher than 2.0.…”
Section: Lead-free Piezoelectric Fi Lmsmentioning
confidence: 60%
“…On the contrary, at the range of 0.5 rR W r 2.0, the d 33 xg 33 value cannot be observed because the perovskite materials do not show the piezoelectric response at the forbidden zone. [12] There are several related questions which were not identified in this study such as: "How is weight ratio related to phase transitions or polymorphism? ", "How is weight ratio related to intrinsic piezoelectric response?…”
mentioning
confidence: 90%
“…Before the development, it cannot sufficiently assist the researchers who try to design a definitely new composition which nobody has studied. Hence, recently, we have proposed a rule for a high piezoelectric distortion constant (d 33 ) in the perovskite oxides [12]. It is "High d 33 values can be obtained by tuning the magnitude of atomic weight ratio between A and B sites (R w ¼ W A / W B ) in ABO 3 perovskite ceramics".…”
mentioning
confidence: 99%
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