DESIGN OF CONCRETE WALL BUILDINGS FOR SEISMIC SHEAR – THE CANADIAN CODE PROVISIONS

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Title: DESIGN OF CONCRETE WALL BUILDINGS FOR SEISMIC SHEAR – THE CANADIAN CODE PROVISIONS

Author(s): Perry Adebar

Publication: Symposium Paper

Volume: 328

Issue:

Appears on pages(s): 6.1-6.18

Keywords: building codes; concrete shear wall buildings; seismic design; shear design

DOI: 10.14359/51711150

Date: 9/12/2018

Abstract:

Presents the background to Canadian Standard CSA A23.3 requirements for design of concrete wall buildings for seismic shear. Design provisions are simplified versions of general procedures that can be used to do refined calculations when needed. Design of squat walls utilizes a variable angle truss model with shear resistance of cracked concrete Vc=0 and inclination of diagonal compression θ chosen freely. Contribution of distributed vertical reinforcement to overturning resistance depends on wall height-to-length ratio. For flexural walls, θ used to determine steel contribution Vs depends on axial compression applied to wall, while Vc and maximum shear force to prevent diagonal crushing depend on inelastic rotation of wall. Thus, drift capacity of flexural walls may be limited by shear failure modes. CSA A23.3-2014 permits a lower-bound estimate of higher mode shear demand because analysis procedures do not account for shear ductility, maximum shear demand occurs during a single short pulse, and maximum shear force demand usually does not occur at the same time as maximum flexural demands. Shear strains of flexural walls may significantly increase interstory drifts at lower levels of a building where gravity-load columns are less flexible. CSA A23.3-2014 requires that gravity-load frames be design for the increased interstory drift demands.

Related References:

1. Collins, M.P., and Mitchell, D., “Rational approach to shear design – The 1984 Canadian code provisions,” ACI Journal, Vol. 93, No. 6, pp. 925-933.

2. Vecchio, F.J., and Collins, M.P., “The modified compression field theory for reinforced concrete elements subjected to shear,” ACI Journal, Vol. 83, No. 2, Mar.-Apr. 1986, pp. 219-231.

3. Collins, M.P., Mitchell, D., Adebar, P., Vecchio, F.J., “A general shear design method,” ACI Structural Journal, Vol. 93, No. 1, Jan.-Feb. 1996, pp. 36-45.

4. Bentz, E.C., and Collins, M.P., “Development of the 2004 CSA A23.3 shear provisions for reinforced concrete,” Canadian Journal of Civil Eng., Vol. 33, No. 5, May 2006, pp. 521-534.

5. Collins, M.P., Mitchell, D., Bentz, E.C., “Chapter 4 - Shear and Torsion,” Concrete Design Handbook, Fourth Edition, Cement Association of Canada, Ottawa, 2016, pp. 4-1 to 4-44.

6. Stevens, N.J., Collins, M.P., and Uzumeri, S.M., “Reinforced concrete subjected to reversed-cyclic shear – experiments and constitutive model,” ACI Journal, Vol. 88, No. 2, 1991, pp. 135-146.

7. Gerin, M., and Adebar, P., “Simple rational model for reinforced concrete subjected to seismic shear,” J. Struct. Eng., Vol. 135, No. 7, July 2009, pp. 753- 761.

8. Esfandiari, A., and Adebar, P., “Flexure - Shear Strength Interaction of Squat Shear Walls,” Proc. of 9th US National and 10th Canadian Conf. on Earthquake Eng., Toronto, July 2010, 10 pp. on CD-Rom.

9. Wong, P. S., and F.J. Vecchio, “VECTOR2 & FORMWORKS User’s Manual”, Department of Civil Engineering, University of Toronto, 2002.

10. Vecchio, F. J., “Disturbed Stress Field Model for Reinforced Concrete: Formulation,” Journal of Structural Engineering, 126 (9), 2000, pp. 1070-1077.

11. Palermo, D., and F.J. Vecchio, “Compression Field Modeling of Reinforced Concrete Subjected to Reversed Loading: Verification,” ACI Structural Journal, 101 (2), 2004, pp.155-164.

12. Esfandiari, A. “Shear Strength of Structural Concrete Members Using a Uniform Shear Element Approach,” Ph.D. thesis, Depart. of Civil Engineering, University of British Columbia, 2009, 354 pp.

13. Adebar, P., Mutrie, J., DeVall, R., “Ductility of concrete walls: the Canadian seismic design provision 1984 to 2004, Can. J. Civ. Eng., Vol. 32, No. 6, Dec. 2005, 1124-1137.

14. Vecchio, F.J.; Collins, M.P., “Compression response of cracked reinforced concrete,” Journ. of Structural Eng., ASCE, V. 119, No. 12, pp. 3590-3610.

15. Paulay, T., and Priestley, M.J.N, Seismic Design of Reinforced Concrete and Masonry Buildings, Wiley, 192, 768 pp.

16. Mitchell, D., Paultre, P., Adebar, P., “Chapter 11 – Seismic Design,” Concrete Design Handbook, Fourth Edition, Cement Association of Canada, Ottawa, 2016, pp. 11-1 to 11-64.

17. Adebar, P., Dezhdar, E., Yathon, J., “Accounting for Higher Mode Shear Forces in Concrete Wall Buildings: 2014 CSA A23.3, 11th Can. Conf. on Earthquake Engineering, Victoria, July 2015, 9 pp.

18. Dezhdar, E., “Seismic Response of Cantilever Shear Wall Buildings,” Ph.D. Thesis, Univ. of British Columbia, December 2012.

19. Boivin, Y. and Paultre, P., “Seismic force demand on ductile reinforced concrete shear walls subjected to western North American ground motions: Part 2 - new capacity design methods,” Can. J. of Civil Eng., 39(7), 2012.

20. Rad, B.R. and Adebar, P., “Dynamic Shear Amplification in High-rise Concrete Walls: Effect of Multiple Flexural Hinges and Shear Cracking,” Proc. of 14th World Conf. on Earthquake Eng., Beijing China, Oct. 12-17, 2008, 8 pp.

21. Ambroise, S., Boivin, Y. and Paultre, P., “Parametric Study on Higher Mode Amplification Effects in Ductile RC Cantilever Walls Designed for Western and Eastern Canada,” Proc. of 42th Annual Conf. of the Canadian Society for Civil Eng., Montreal, Quebec, Canada, May 2013.

22. Adebar, P., Bazargani, P., Mutrie, J., and Mitchell, D., “Safety of gravity-load columns in shear wall buildings designed to Canadian standard CSA A23.3” Can. J. of Civil Eng., 37(11), 2010, 1451-1461.

23. Thomson, J.H., and Wallace, J.W. “Displacement-based design of RC structural walls: An experimental investigation of walls with rectangular and T-shaped cross sections.” Report No. CU/CEE-95/06, Clarkson University, New York, 1995, 373 pp.

24. Brueggen, B.L. “Performance of T-shaped reinforced concrete structural walls under multi-directional loading,” Ph.D. thesis, University of Minnesota, Minneapolis, MN, 2009.

25. Bazargani, P., Adebar, P., Interstory drifts from shear strains at base of high-rise concrete shear walls,” Journ. of Struct. Eng., Vol. 141, No. 12, Dec. 2015, MS 04015067.

26. Adebar, P., Ibrahim, A.M.M., and Bryson, M. (2007). “Test of a high-rise core wall: effective stiffness for seismic analysis.” ACI Struct. J., 104(5), 549-559.

27. Dazio, A., Wenk, T., and Bachmann, H. “Versuche an stahlbetontragwänden unter zyklisch-statischer einwirkung (Quasi-static cyclic tests on RC structural walls).” Report, No. 239, ETH, Zurich, Switzerland, 1999, 160 pp.

28. Shiu, K.N., Daniel, J.I., Aristizasbal-Ochoa, J.D., Fiorato, A.E., and Corley, W.G. (1981). “Earthquake resistant structural walls—Tests of walls with and without openings,” Report to National Science Foundation, Const. Tech. Lab., Portland Cement Association, Skokie, Ill., 120.

29. Dezhdar, E., and Adebar, P., “Estimating Seismic Demands on High-rise Concrete Shear Wall Buildings,” Proc. of 15th World Conf. on Earthquake Eng., Lisbon, Sept. 2012, 10 pp.

30. Bohl, A., and Adebar, P., “Plastic hinge lengths in high-rise concrete shear walls.” ACI Struct. J., 108(2), 2011, 148-157.

31. Adebar P., DeVall, R., and Mutrie, J.G. (2014) “Design of gravity-load resisting frames for seismic displacement demands.” Proc. of 10th Nat. Conf. in Earthquake Eng., EERI, Anchorage, AK.

32. Adebar, P., “Nonlinear rotation of capacity-protected foundations: the 2015 Canadian building code,” Earthquake Spectra: Nov. 2017, Vol. 31, No. 4, pp. 1885-1907.