Modelling of shear lag effect for piezo-elstodynamic structure for electro-mechanical imedance technique
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References
2,719 citations
"Modelling of shear lag effect for p..." refers background or methods in this paper
...Crawley and Anderson (1990) [7] further analyzed the previous strain transfer mode [6] (Crawley and De Luis, 1987) based on Euler–Bernoulli beam theory....
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...Crawley and de Luis (1987) [6] modelled the elastic bonding layer as a finite thickness between the PZT patch and structural beam, where patch was employed only as actuators....
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...For the static case, the shear lag effect was quantified in static analysis in terms of shear lag ratio [6,8] (Crawely and de Luis, 1987; Sirohi and Chopra, 2000a, b)....
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585 citations
303 citations
"Modelling of shear lag effect for p..." refers methods in this paper
...Crawley and Anderson (1990) [7] further analyzed the previous strain transfer mode [6] (Crawley and De Luis, 1987) based on Euler–Bernoulli beam theory....
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292 citations
"Modelling of shear lag effect for p..." refers background in this paper
...Since the adhesive does not change the material properties of adherents, attaching the PZT patches with adhesives has a broad range of applications than other bonding method [1] (Wang and Zeng, 2008)....
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205 citations
"Modelling of shear lag effect for p..." refers background or methods or result in this paper
...For 2D case, the piezoelectric constitutive equations can be reduced to (Bhalla and Soh, 2004a)[3] ( ) 3 33 3 31 1 2 T D E d T T = + + ε (20)...
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...(2006) [3] experimentally studied the effect of both the thickness adhesive as well as the type of adhesive layer used to bond the patch to the host structure....
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...…the inertia term, the impedance modification factor (ξ ), which was only ‘qualitatively’ described by Xu and Liu (2002) [9], was rigorously derived by Bhalla and Soh (2004c) [3] and for a square PZT patch as 0 0 1 11 eff u P u ζ = ⎛ ⎞′ + ⎜ ⎟⎜ ⎟ ⎝ ⎠ (6) where p is defined as s s s wGp Z h jω =…...
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...It was found that the both the adhesive composition and the thickness could considerably affect the measured EMI signature, the observation closely matching those of Bhalla and Soh 2004c [3]....
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...The governing dynamic shear lag equation (Bhalla and Soh, 2004c) [3] for a structural element shown in Fig....
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