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Experimental study of punching failure in LWAC slabs with different strengths

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Abstract

The constant demand of LWAC applications in structural engineering increases the need of performing studies focused on the behavior of reinforced members produced with LWAC. Mainly, by combining reduced weight and good mechanical performance, LWAC is an efficient solution for flat slabs. The design methods of punching shear strength of LWAC slabs are commonly based on experimental studies of NWC. However, both the stress–strain relation and the distribution of internal stresses of LWAC are quite different from those of NWC, due to the stiffness compatibility between the binding matrix and the LWA, and due to the enhanced performance of interfacial transition zone LWA-matrix. This behavior influences the distribution of internal stresses of LWAC, when compared with NWC, and results in a linear stress–strain relation until around 90 % of maximum stress and a brittle failure after peak when unconfined (Costa in, Lightweight aggregate structural concrete: precast and strengthening of existing structures, 2012). This difference is ignored by the main structural concrete codes or the design expressions of NWC are modified by a corrective coefficient for LWAC, depending on its density. This paper presents an experimental study focused on punching capacity of LWAC slabs. Six slabs were produced with equal longitudinal reinforcement ratio and without shear reinforcement, varying the compressive strength of LWAC from 29 to 54 MPa. Based on the recorded data during the tests, the cracking and maximum loads, the displacements, rotations and stiffness, the failure modes and cracking patterns are presented and analyzed. Experimental results were compared with design predictions of main codes, namely, EC2, MC2010 and ACI318. The results revealed that the variation of LWAC strength influences the punching strength, but has no significant effect on the stiffness and on the angle of the main crack of punching cone. The evaluation of punching shear strength achieved by design methods is higher than the experimental results and, in the case of MC2010 with level I of approximation, is more than double. Excepting for EC2, the ratio between the maximum experimental punching strength and the corresponding code prediction decreases with the increase of LWAC strength.

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Abbreviations

b :

Width of a cross-section

d :

Effective depth of a cross-section

d g :

Maximum aggregate size

f ck :

Characteristic compressive cylinder strength of concrete at 28 days

f lcm :

Mean value of compressive strength of LWAC

f lctm :

Mean value of tensile strength of LWAC

f y :

Yield strength of reinforcement

f yd :

Design yield strength of reinforcement

k I :

Stiffness corresponding to state I

k II :

Stiffness corresponding to state II

m Ed :

Average moment acting per unit length

m Rd :

Average design resistant moment per unit length

r s :

Position where bending moment is zero with respect to the column axis

u :

Control perimeter

u exp :

Experimental control perimeter

u cod :

Control perimeter predicted by codes

A s :

Cross-sectional area of tensile reinforcement

C rd :

0.18/γ c and γ c is equal to 1.5

E :

Young’s modulus of the material

E s :

Young’s modulus of reinforcing steel

P :

Applied load

P actuator :

Load applied by servo-actuator

P cr :

Cracking load

P code :

Punching resistance predicted by codes

P exp :

Maximum punching resistance recorded experimentally

P max :

Maximum load supported

V Rd,c :

Punching resistance in reinforced concrete slabs, without specific reinforcement

α s :

Equal to 40 for interior columns, 30 for edge columns, 20 for corner columns

β :

Ratio of long side to short side of the column, concentrated load or reaction area

δ :

Vertical displacement

δ cr :

Vertical displacement at cracking load

δ max :

Vertical displacement at maximum load

ψ :

Rotation of the slab

ρ l :

Tensile reinforcement ratio, equal to A s/(b.d)

ρ :

Concrete density

θ :

Angle of the main crack

∅:

Diameter of a reinforcing bar

η 1 :

Correction coefficient

References

  1. Costa H (2012) Lightweight aggregate structural concrete: precast and strengthening of existing structures. University of Coimbra, Coimbra

    Google Scholar 

  2. EuroLightCon (1998) BE96-3942/R2: LWAC material properties. State-of-the-Art: European Union–Brite EuRam III

  3. EuroLightCon (2000) BE96-3942/R22: The economic potential of lightweight aggregate concrete in c.i.p. concrete bridges: European Union–Brite EuRam III

  4. Chandra S, Berntsson L (2002) Lightweight aggregate concrete. William Andrew, New York

    Google Scholar 

  5. Shafigh P, Hassanpour MH, Razavi SV, Kobraei M (2011) An investigation of the flexural behaviour of reinforced lightweight concrete beams. Int J Phys Sci 6(10):2414–2421

    Google Scholar 

  6. Jomaa MM, Daham HA, Rao SM (2011) Flexural behavior of lightweight concrete beams. Eur J Sci Res 58(4):582–592

    Google Scholar 

  7. Sin L, Huan W, Islam M, Mansur M (2011) Reinforced lightweight concrete beams in flexure. ACI Struct J 108(1):3–12

    Google Scholar 

  8. Costa H, Júlio E, Lourenço J (2012) New approach for shrinkage prediction of high-strength lightweight aggregate concrete. Constr Build Mater 35:84–91

    Article  Google Scholar 

  9. Cui HZ, Lo TY, Memon SA, Xu W (2012) Effect of lightweight aggregates on the mechanical properties and brittleness of lightweight aggregate concrete. Constr Build Mater 35:149–158

    Article  Google Scholar 

  10. Badogiannis EG, Kotsovos MD (2014) Monotonic and cyclic flexural tests on lightweight aggregate concrete beams. Earthq. Struct 6(3):317–334

    Article  Google Scholar 

  11. CEB/FIP (1991) Model Code 90-Design Manual. Comité Euro-International du Béton, Thomas Telford

  12. fib (2013) Model code for concrete structures 2010. International Federation for Structural Concrete, Wilhelm Ernst & Sohn

  13. CEN (2004) EN 1992-1-1: Eurocode 2: Design of concrete structures—Part 1-1: General rules and rules for buildings. European Committee for Standardization (CEN)

  14. ACI Committee (2008) 318: ACI 318R-08, Building Code Requirements for Structural Concrete and Commentary; ACI—American Concrete Institute; Farmington Hills

  15. Hawkins NM, Fallsen HB, Hinojosa RC (1971) Influence of column rectangularity on the behavior of flat plate structures. ACI Publ Crack Deflection Ultim Load Concr Slab Syst 30(6):127–146

    Google Scholar 

  16. Richart FE (1948) Reinforced concrete wall and column footings. ACI J 45(10):97–127

    Google Scholar 

  17. Sacramento PVP et al (2012) Punching strength of reinforced concrete flat slabs without shear reinforcement. Ibracon Struct Mater J 5(5):659–691

    Google Scholar 

  18. Regan PE (1981) Behavior of reinforced concrete flat slabs, Report 89. Construction Industry Research and Information Association (CIRIA)

  19. Marzouk H, Hussein A (1991) Experimental investigation on the behavior of high-strength concrete slabs. ACI Struct J 88(6):701–713

    Google Scholar 

  20. Hawkins NM, Criswell ME, Roll F (1974) Shear strength of slabs without shear reinforcement. ACI Publ Shear Reinf Concr 42(30):677–720

    Google Scholar 

  21. Regan PE (1986) Symmetric punching of reinforced concrete slabs. Mag Concr Res 38(136):115–128

    Article  Google Scholar 

  22. Menétrey P (1996) Analytical computation of the punching strengh of reinforced concrete. ACI Strut J 93:503–511

    Google Scholar 

  23. Muttoni A, Schwartz J (1991) Comportement des poutres et poinçonnement des dalles sans armatures d´effort trenchant. IABSE Colloq 62:703–708

    Google Scholar 

  24. Muttoni A (2008) Punching shear strength of reinforced concrete slabs without transverse reinforcement. ACI Struct J 105(4):440–450

    Google Scholar 

  25. Al-Salloum YA, Alsayed SH (2013) Prediction of punching shear strength of HSC interior slab-column connections. KSCE J Civ Eng 17(2):473–485

    Article  Google Scholar 

  26. Di Prisco M, Felicetti R (1997) Some results on punching shear in plain and fibre-reinforced micro-concrete slabs. Mag Concr Res 49(180):201–219

    Article  Google Scholar 

  27. Tan KH, Paramasivam P (1994) Punching shear strength of steel fiber reinforced concrete slabs. J Mater Civ Eng 6(2):240–253

    Article  Google Scholar 

  28. Maya LF, Fernández RM, Muttoni A, Foster SJ (2012) Punching shear strength of steel fibre reinforced concrete slabs. Eng Struct 40:83–94

    Article  Google Scholar 

  29. McLean DI, Phan LT, White RN (1990) Punching shear behavior of lightweight concrete slabs and shells. ACI Struct J 87(4):386–392

    Google Scholar 

  30. Osman M, Marzouk H, Helmy S (2000) Behavior of high-strength lightweight concrete slabs under punching loads. ACI Struct J 97(3):492–498

    Google Scholar 

  31. Youm KS, Kim JJB, Moon JC (2014) Punching shear failure of slab with lightweight aggregate concrete (LWAC) and low reinforcement ratio. Constr Build Mater 65:92–102

    Article  Google Scholar 

  32. EN 12390 (2009) Testing hardened concrete. European Committee for Standardisation (CEN)

  33. EN 206-1 (2007) Concrete—Part 1: specification, performance, production and conformity. European Committee for Standardisation (CEN)

  34. fib (2001) Technical report: punching of structural concrete slabs, Bulletin nº12. International Federation for Structural Concrete

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Acknowledgments

The authors would like to express their gratitude to the Department of Civil Engineering of the Polytechnic Institute of Coimbra, for providing the conditions to carry out the experimental programme. Acknowledgments are also expressed to the following companies by the material supply: Secil, Saint-Gobain Weber, BASF, Argilis.

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Correspondence to R. N. F. Carmo.

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Carmo, R.N.F., Costa, H. & Rodrigues, M. Experimental study of punching failure in LWAC slabs with different strengths. Mater Struct 49, 2611–2626 (2016). https://doi.org/10.1617/s11527-015-0671-x

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  • DOI: https://doi.org/10.1617/s11527-015-0671-x

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