doi:10.1016/j.engstruct.2006.11.021
Copyright © 2006 Elsevier Ltd All rights reserved.
Evaluation of hysteretic response and strength of repaired R/C walls strengthened with FRPs
aDepartment of Civil Engineering, Aristotle University of Thessaloniki, 54124 Thessaloniki, Greece
bInstitute of Engng. Seismology and Earthq. Engng. (ITSAK), 55102 Thessaloniki, Greece
Received 12 April 2006;
revised 14 September 2006;
accepted 24 November 2006.
Available online 21 December 2006.
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Abstract
Experimental data from cyclic tests of eleven wall specimens, first tested to failure and subsequently repaired and strengthened using FRP sheets, and retested, are used to evaluate the hysteretic response characteristics of such members. Displacement ductility factors, contribution of individual deformation modes to total displacement, energy dissipation, and stiffness degradation, calculated from post-processing of experimental data, are presented. An attempt is then made to validate the currently available relationships for estimating flexural and shear strength of FRP-strengthened reinforced concrete (R/C) walls against experimentally measured values. The formulas adopted by international codes (Europe, US, Japan) and others from the literature for the estimation of shear and flexural strength were used. The analytically derived shear strengths were higher than the shear corresponding to the development of flexural strength; this was also evident from the failure modes observed during the test. Theoretically predicted flexural strength is higher than the experimental one when failure of the composite material is considered, but lower when failure of anchorage or debonding on both sides of the main flexural crack is considered.
Keywords: Reinforced concrete walls; Retrofitting; Fibre composites; Anchors; Flexural strength; Shear strength; Hysteretic behaviour; Ductility
Fig. 1. Repair and strengthening techniques applied.
Fig. 2. Hysteresis loops and envelope curves for repaired specimen FRPMSW5.
Fig. 3. Envelopes of hysteresis loops of the first, second and third loading cycle for walls FRPLSW2 and FRPMSW4 and corresponding bilinearized curves.
Fig. 4. Hysteresis loops for load vs. diagonal deformation for specimen FRPLSW2 and load vs. axial deformation for specimen FRPLSW4.
Fig. 5. Analysis of total displacement in terms of flexural
, web shear
and sliding shear
components.
Fig. 6. Normalized stiffness vs. displacement, for the FRPLSW specimens.
Fig. 7. Normalized stiffness vs. displacement, for the FRPMSW specimens.
Fig. 8. Comparative diagrams of energy dissipated from virgin and strengthened specimens (strength reduction to 25% of maximum).
Fig. 9. Hysteresis loops for walls FRPLSW5 and LSW5 at a displacement of 5 mm and (for LSW5 only) at 15 mm.
Fig. 10. Comparative diagrams of energy dissipated by virgin and strengthened specimens (for the same drift ratio 0.5%).
Table 1.
Maximum strength of virgin and strengthened specimens (FRPLSW series)

Table 2.
Maximum strength of virgin and strengthened specimens (FRPMSW series)

Table 3.
Displacement ductility factors and drift ratios for virgin and strengthened specimens
a The displacement ductility factors and the drift ratios were estimated graphically from the drawn envelope curves for the level of inelastic deformation that corresponds to 25% reduction in the peak strength.
b Values in parentheses were calculated for virgin specimens, tested with axial load; specimens RLSW3 and FRPMSW3 were tested without axial load, hence these specimens should be compared with virgin specimens LSW2 and MSW2.
c Displacement ductility factor, calculated from bilinearized envelope curve.
Table 4.
Initial secant stiffness, K0, of the tested walls

Table 5.
Elastic stiffness Kel of the specimens

Table 6.
Estimated and measured shears (kN) at flexural strength of tested walls
a (i): equation used for the estimation of
MR.
b V(xx): measured strength,

at initial tests,

after the strengthening of specimens.
Table 7.
Estimated shear strengths (kN) of the wall specimens before and after strengthening
