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Challenge the future
Delft
University of
Technology
Modified Bond Model for shear
in slabs under concentrated loads
Eva Lantsoght, Cor van der Veen, Ane de Boer
2
One-way vs. two-way shear (1)
Beam shear, one-way shear Punching shear, two-way shear
• Punching shear over perimeter
• Beam shear over (effective) width
3
One-way vs. two-way shear (2)
• 3D representation of failure modes
4
Beam Shear Failure
• Since 1899 (Ritter)
• 1955: collapse of warehouse
• Most experiments:
• Beams
• Heavily reinforced
• Small size
• Slender (a/d ≥ 2,5)
• Basis for design codes
amount of shear experiments done
5
Punching Shear Failure
Categories of methods for punching shear
Shear stress Beam analogy
Strut and tie Plate theory / FEM
The nature of shear failure is still not fully understood!
6
Slab bridge under live loads
7
Bond Model (1)
• Alexander and Simmonds,
1990
• For slabs with
concentrated load in
middle
8
Bond Model (2)
9
Modified Bond Model (1)
• Adapted for slabs with concentrated
load close to support
• Geometry is governing as in
experiments
• Determine factor that reduces capacity
of “radial” strip
• Maximum load: based on sum capacity
of 4 strips
10
Unequal loading of strips
• Static equilibrium
• v2,x reaches max before v1,x
'
1, 0.1667x c
a
v f d
L a


11
Loads close to free edge
Edge effect:
when length of strip is too small to develop loaded length lw
12
Comparison to experiments
Comparison between experimental results and (a) Modified Bond Model, (b)
ACI 318-11 code, (c) NEN-EN 1992-1-1:2005.
13
Comparison to experiments
AVG STD COV
Vexp/VACI 2,67 1,00 37%
Vexp,EC/VR,c 1,99 0,27 13%
Pexp/PMBM 1,33 0,14 11%
• Eurocode: increasing conservativism for higher capacities
• MBM: follows 45º line better
14
Summary & Conclusions
• Slabs under concentrated loads
• Transition between one-way and two-
way shear
• Bond Model for concentric punching
shear
• Modified Bond Model corresponds well
to test results
15
Contact:
Eva Lantsoght
E.O.L.Lantsoght@tudelft.nl // elantsoght@usfq.edu.ec
+31(0)152787449

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MODIFIED BOND MODEL FOR SHEAR IN SLABS UNDER CONCENTRATED LOADS

  • 1. Challenge the future Delft University of Technology Modified Bond Model for shear in slabs under concentrated loads Eva Lantsoght, Cor van der Veen, Ane de Boer
  • 2. 2 One-way vs. two-way shear (1) Beam shear, one-way shear Punching shear, two-way shear • Punching shear over perimeter • Beam shear over (effective) width
  • 3. 3 One-way vs. two-way shear (2) • 3D representation of failure modes
  • 4. 4 Beam Shear Failure • Since 1899 (Ritter) • 1955: collapse of warehouse • Most experiments: • Beams • Heavily reinforced • Small size • Slender (a/d ≥ 2,5) • Basis for design codes amount of shear experiments done
  • 5. 5 Punching Shear Failure Categories of methods for punching shear Shear stress Beam analogy Strut and tie Plate theory / FEM The nature of shear failure is still not fully understood!
  • 6. 6 Slab bridge under live loads
  • 7. 7 Bond Model (1) • Alexander and Simmonds, 1990 • For slabs with concentrated load in middle
  • 9. 9 Modified Bond Model (1) • Adapted for slabs with concentrated load close to support • Geometry is governing as in experiments • Determine factor that reduces capacity of “radial” strip • Maximum load: based on sum capacity of 4 strips
  • 10. 10 Unequal loading of strips • Static equilibrium • v2,x reaches max before v1,x ' 1, 0.1667x c a v f d L a  
  • 11. 11 Loads close to free edge Edge effect: when length of strip is too small to develop loaded length lw
  • 12. 12 Comparison to experiments Comparison between experimental results and (a) Modified Bond Model, (b) ACI 318-11 code, (c) NEN-EN 1992-1-1:2005.
  • 13. 13 Comparison to experiments AVG STD COV Vexp/VACI 2,67 1,00 37% Vexp,EC/VR,c 1,99 0,27 13% Pexp/PMBM 1,33 0,14 11% • Eurocode: increasing conservativism for higher capacities • MBM: follows 45º line better
  • 14. 14 Summary & Conclusions • Slabs under concentrated loads • Transition between one-way and two- way shear • Bond Model for concentric punching shear • Modified Bond Model corresponds well to test results
  • 15. 15 Contact: Eva Lantsoght E.O.L.Lantsoght@tudelft.nl // elantsoght@usfq.edu.ec +31(0)152787449