Strengthening of Masonry Structures With Fibre Reinforced Plastics: From Modern Conception To Historical Building Preservation
Strengthening of Masonry Structures With Fibre Reinforced Plastics: From Modern Conception To Historical Building Preservation
M.R. Valluzzi
DAUR, University of Padua, Italy
ABSTRACT: Modern techniques and innovative materials are often rapidly proposed and allowed in the current
practice, even for restoration of historical constructions, where fundamental preservation criteria have to be taken
into account.The large variability and complexity of masonry structures and typologies make particularly difficult
the preliminary choices for proper structural models and interventions, that should be based of suitable knowledge
of both existing and new materials, and of their interaction under environmental and loading conditions. Despite
the increasing number of specific studies of FRP reinforcement on masonry structures, still limited codes and
recommendations are available so far. Harmonization of test procedures and methods should be pursued, in order
to compare results and calibrate analytical and numerical models for design and assessment rules.
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modification of mechanisms at collapse, which can
involve further resisting phenomena.
What essentially emerges from the analysis of a
number of works available in literature aimed at inves-
tigating the mechanical performances of strength-
ened structures and components, and from the code a) b)
proposals, are still needs of:
Figure 1. Textile sheets and laminates (a), and various
– definition and putting into practice specific cau- features of FRP bars (c).
tious criteria for possible application of composite
materials in the historical construction preservation
field;
– clarification of critical aspects of application tech-
nologies (e.g., bond and anchorage of textiles and
bars);
– standardization of methods and experimental pro-
cedures for the characterization of the mechanical
performance of strengthened components to define
proper design and assessment criteria; a) b) c)
– definition and validation of investigation proce-
dures for the evaluation of the effectiveness and Figure 2. Wet lay-up system (a), structural repointing
durability of the intervention. (b) and specific anchorage devices for bars (c).
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a)
a) b)
b)
35
where M is the maximum moment at the section under
consideration, V is the corresponding shear force,
d the distance from the extreme compression fibre to
the centroid of tension reinforcement, fm is the com-
pressive strength of masonry, An is the compressed
area of masonry, Af is the reinforcement area, P is
the axial load, ffe is the design strength of FRP, and
s in the spacing of horizontal reinforcement in the
vertical direction. For CNR DT/200, the analogy with
the design formulas proposed for reinforced masonry
beam, as in the Eurocode 6, is evident:
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a) b)
37
Figure 11. Double-lap shear test executed on CFRP sheets:
experimental set-up (a), fingerprint on brick after test (b),
Figure 10. Effectiveness factor for shear strength for differ- peeling of brick surface on FRP (c) (Panizza et al. 2008).
ent amount and configuration of FRP reinforcement.
where γFk = c1 · f · fmtm (N mm) is the characteristic
value of the fracture energy, Ef is theYoung modulus of
FRP in the direction of the applied force, tf is the FRP
thickness, fmtm = 0.1fmk is the mean tensile strength
of masonry (considered coincident with the strength Figure 12. Scheme of wall adopted for FE simulation: unre-
of the blocks), γM and γf ,D are partial safety fac- inforced wall (a), horizontal FRP strip application in lintels
tors, varying from 1.1–1.25 and 1.2–1.5, respectively, (b), vertical strips on main vertical walls to reinforce flexural
behavior (c), addition of horizontal strips on main vertical
depending on the certification of the entire bonding
sects to reinforce shear behavior (d).
system on the support, or of only the single materials.
c1 is a coefficient to identify on experimental basis or
to adopt equal to 0.015 (0.03 is proposed for concrete connection between reinforcement and masonry. The
with the same equation). comparison with the application of equations (5) and
The non homogeneity of masonry due to the pres- the elaboration of experimental data able to define effi-
ence of mortar joints, and the consequent influence in ciency laws for debonding as in (Panizza et al. 2008),
the bonding phenomenon of the different mechanical allowed to calibrate a FE model (with DIANA), in
properties and of the geometrical discontinuity, are not order to simulate the performance of shear and flexural
considered in the model; moreover, a unique signifi- strengthening with CFRP sheets applied in a masonry
cant value for the fracture energy along the connection wall including openings. The scheme of the model is
is assumed. depicted in Figure 12, and the comparison among the
A fundamental contribution to clarify these aspect main parameters at the interface between reinforce-
is done by several research groups (Briccoli Bati et al. ment and masonry, to be used for the model, are given
2001, Aiello et al. 2003 and 2006, Casareto et al. in Table 2. Experimental elaboration obtained by DL
2003, Basilio et al. 2005, Panizza et al. 2008), but shear tests have been considered, taking into account
different test procedures are adopted, thus comparison a reduction of 30% to obtain reasonable characteristic
of results is often unreliable. In particular, the most values, to compare to the ones computed according to
suitable arrangements could be the double-lap (DL) the CNR standard.
(Figure 11) and the single-lap shear test (SL), the latter The main characteristics of materials were derived
being the most effective, due to the problem of repro- from available experimental tests, or computed on the
ducing actual symmetry of load distribution in the DL basis of the national standards. For clay bricks, a char-
configuration, but not simple to realize, in comparison acteristic compressive strength of 41.2 MPa, a mean
with the former one. tensile strength of 2.4 MPa and an elastic modulus of
The identification of ffdd is crucial, as it represents 16 GPa, were assumed; a mortar M2.5 (MPa, com-
the parameter strictly related to the efficiency of the pression) was considered, whereas computed global
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Table 2. Mechanical properties of materials.
39
Figure 15. Comparison among plain masonry and three
strengthening configuration by using CNR DT-200 for-
mulation and elastic-brittle or elasto-plastic law for FRP
strips.
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Figure 17. Repair intervention on masonry vaults of S.ta
Corona Church in Vicenza: view of church and detail of
cracked cross vault (a), scheme of intervention at extrados
and view of FRP application combined with injections (b).
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more and more increasing. Nevertheless, many aspects
still are under investigation, and specific experimental
procedures and models need to be homogenized in
standards and recommendations.
Therefore, from more and more modern concep-
tions, today more than in the past, we need to resume
traditional values, in order to not forget our learning
from history and to respect constructive specificity
and functions of the original structures. Innovative
solutions can be very useful even in the Cultural
Heritage context, provided that we are able to recog-
nize their limits, and to pursue the clarification of all
aspects (both positive and negative) that are involved
in the delicate question of the preservation of historical
constructions.
ACKNOWLEDGEMENTS
Figure 20. Intervention on ‘Arca of Cansignorio’ (Verona): The author wish to acknowledge C. Bettio, E. Garbin,
view of deteriorated hoof and first phase of intervention (a), G. Guidi and M. Panizza for their contribution in the
protecting lime putty and final view of the statue after researches and applications and for data processing
intervention (b). and modelling.
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