Peeling failure of reinforced concrete beams with fibre-reinforced plasticor steel plates glued to their soffits

Citation
M. Raoof et Mah. Hassanen, Peeling failure of reinforced concrete beams with fibre-reinforced plasticor steel plates glued to their soffits, P I CIV E S, 140(3), 2000, pp. 291-305
Citations number
30
Categorie Soggetti
Civil Engineering
Journal title
PROCEEDINGS OF THE INSTITUTION OF CIVIL ENGINEERS-STRUCTURES AND BUILDINGS
ISSN journal
09650911 → ACNP
Volume
140
Issue
3
Year of publication
2000
Pages
291 - 305
Database
ISI
SICI code
0965-0911(200008)140:3<291:PFORCB>2.0.ZU;2-K
Abstract
In recent publications by the first author and his associates, a theoretica l model (backed by extensive test data by others) for premature plate peeli ng failures of reinforced concrete beams strengthened in flexure by gluing steel plates to their tension sides was reported, The primary purpose of th e present paper is to extend this theoretical model to cases where fibre-re inforced plastic (FRP) (as opposed to steel) plates are used for upgrading reinforced concrete beams in flexure, As in the case of steel, due to large variations in the spacings of stabilized cracks within the concrete cover zone (by a factor of, say, 2) a unique solution for the FRP plate peeling l oad does not exist, and one needs to resort to theoretical upper/lower boun ds, with the lower bound being the appropriate one for design purposes, For steel plates, a simple preliminary design approach is to keep the plate wi dth to thickness ratio above 60, However, no such simple value for the plat e width/thickness ratio has been found for externally bonded FRP plates (wh ich, unlike steel plates, are available with a wide range of ultimate stren gths and Young's moduli); hence the pressing need for a reliable theoretica l model. Finally, with the theoretical predictions for FRP and steel-plated beams backed by nearly 170 (mainly large-scale) test results from a number of independent sources, covering a wide range of beam design parameters, t he proposed model is thought to be reliable and generally applicable.