2010
DOI: 10.1016/j.engstruct.2010.03.016
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Failure characteristics of FRP-strengthened masonry walls under out-of-plane loads

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Cited by 73 publications
(31 citation statements)
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“…Different wall failure modes 46 associated with this retrofit technique have been discussed in Hamed and Rabinovitch (2010), 47 and further studies focused on the characterization of FRP debonding as the preferred failure 48 mode have been reported in Kashyap et al (2012) and the references therein. In the composite 49 NSM FRP retrofitted wall section, the FRP strips resist the tensile stresses and the masonry 50 material resists the compression stresses.…”
mentioning
confidence: 99%
“…Different wall failure modes 46 associated with this retrofit technique have been discussed in Hamed and Rabinovitch (2010), 47 and further studies focused on the characterization of FRP debonding as the preferred failure 48 mode have been reported in Kashyap et al (2012) and the references therein. In the composite 49 NSM FRP retrofitted wall section, the FRP strips resist the tensile stresses and the masonry 50 material resists the compression stresses.…”
mentioning
confidence: 99%
“…A very usual failure is caused by loss of bond of the FRP reinforcement, named as debonding failure. Some of the common out-of-plane failure mechanisms of FRP strengthened masonry elements include sliding of the masonry units, flexural-shear cracking, FRP rupture, FRP debonding, punching shear and crushing of brick in compression [2][3][4][5][6][7][8]. The bond mechanism is complex because it depends on the mechanical properties of masonry blocks, mortar joints, adhesive and FRP reinforcement [9].…”
Section: Introductionmentioning
confidence: 99%
“…The shear modulus of the FRP strip is estimated as 8.25 GPa and the shear correction factor is taken as 5/6. The elastic and shear moduli of the adhesive layer follow [Hamed and Rabinovitch 2010a;Hamed and Rabinovitch 2010b] and equal E = 3.3 GPa and G = 1.32 GPa. Its specific mass is taken as 1070 kg/m 3 .…”
Section: Materials Properties the Equivalent Elastic Modulus Of The Fmentioning
confidence: 99%
“…The shear response of the compressed mortar, s(γ x z ), is assumed linear elastic with a shear modulus G j = 166 MPa ( [Hamed and Rabinovitch 2010a;Hamed and Rabinovitch 2010b]. The initial tangent moduli of the mortar material are taken as E j = f , ( x x = 0 − ) = 314 MPa and G j = s ,γ (γ x z = 0) = 166 MPa.…”
Section: Materials Properties the Equivalent Elastic Modulus Of The Fmentioning
confidence: 99%
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