Seismic shear demand on wall segments of ductile coupled shear walls

Citation
O. Chaallal et D. Gauthier, Seismic shear demand on wall segments of ductile coupled shear walls, CAN J CIV E, 27(3), 2000, pp. 506-522
Citations number
21
Categorie Soggetti
Civil Engineering
Journal title
CANADIAN JOURNAL OF CIVIL ENGINEERING
ISSN journal
03151468 → ACNP
Volume
27
Issue
3
Year of publication
2000
Pages
506 - 522
Database
ISI
SICI code
0315-1468(200006)27:3<506:SSDOWS>2.0.ZU;2-H
Abstract
This paper presents the results of nonlinear dynamic analyses carried out o n ductile coupled shear walls (CSWs) to investigate the seismic shear deman d on wall segments. The objectives of the present study were to evaluate th e dynamic amplification and establish a code-format force reduction factor for shear, applicable in Canada. The study considered three Canadian seismi c zones (4, 5, and 6), five numbers of storeys (6, 10, 15, 20, and 30), thr ee degrees of coupling (low, medium, and high), and 10 historical earthquak e records encompassing a broad range of frequency contents. Overall, 450 an alyses were performed. Results indicate that the New Zealand amplification factor beta(v) presently used in Canada overestimates the dynamic amplifica tion. Additionally, the use of the overstrength factor for shear gamma(p) f or tension walls may underestimate their shear resistance and result in a s hear failure. Conversely, the use of gamma p for compression walls provided a reasonable factor of safety. Finally, for the shear design of CSWs, two alternative approaches are suggested. The first involves the use of a force reduction factor for shear, R-v, including the dynamic amplification facto r gamma(d) and the overstrength factor gamma(p) as follows: R-v = 2.0 for Z (a) > Z(v), R-v = 1.0 for Z(a) < Z(v), and R-v = 1.3 for Z(a) = Z(v), where Z(a) and Z(v) are acceleration- and velocity-related zonal identifiers. Th e second approach implies the use of the overstrength factor gamma(p) of th e compression wall for both walls of CSWs and beta(v) = 1.0.