Shear Wall Design
| Aspect
Ratios |
||||||||||||||||
|
The International Building Code (IBC) and the Uniform Building Code (UBC) place limits on the dimensions of
wood-frame shear walls. These restrictions are based on the poor performance of tall, narrow wood-frame
shear wall segments observed in previous earthquakes. The limits are in the form of maximum
height-to-width ratios (h:b).
The maximum allowable ratios are a function of the type of shear wall construction and the location
(seismic zone) of the structure. Much of the information in UBC Table 23-II-G is presented below.
Be sure to pay special attention to the footnotes as they may dictate your design. |
||||||||||||||||
1 .In Seismic Zones 0, 1, 2, 3, the maximum
ratio may be 2:1 |
||||||||||||||||
|
|
||||||||||||||||
|
Topics of this module include:
Introduction,
Load
Path, Segmented
Design Method, UBC
Design Table, Wall
Shear, Chord
Design, |
||||||||||||||||
This page has been viewed
times since 08 July, 2004
|
In order to design lateral force-resisting elements such as shear
walls and diaphragms, it is important to understand how lateral loads
are applied to a structure and the path that the loads travel through
a structure. The following is a demonstration of the path taken
by an applied wind load through a single story flat roof structure.
It may be helpful to refer back to this demonstration as you work
through the rest of the shear wall and diaphragm modules. |
|
Click on the number to view the event.
|
| Back to Shear wall Main Page | Diaphragm Main Page |
|
|
|
last updated: July 08, 2004 |
Shear Wall Design
| Segmented
Shear Wall
Design |
|||||||||||||
|
There are two design methodologies used for shear walls: Segmented
Design and Perforated Design. The majority of this
tutorial concentrates on the traditional segmented shear wall (SSW)
design approach. An introduction to the perforated
design approach and its benefits will be presented later in this
tutorial. |
|||||||||||||
|
Segmented Shear Wall Design (SSW) is the traditional design
method that has been used for many years. In the SSW method,
walls are divided into segments of full-height sheathing. These
segments are typically separated by openings in the wall such as doors
and windows. The lengths of each full-height sheathing segment
(bi) are summed together, resulting in a conservative
estimate of the length of the wall that will resist shear forces.
The full-height segments are then designed to resist the applied
loads. Hold-down connectors (HD) are required at the bottom
corners of each segment to prevent each segment from overturning.
The following illustrations depict a typical shear wall.
Figure 1 shows that the wall is made up of six sheathing panels,
typically plywood or oriented strand board (OSB), that have been
mounted vertically to the framing members. Holes have been
framed into the wall to accommodate a window and a door. This
wall geometry will be used several times throughout this tutorial. |
|||||||||||||
|
|
|
||||||||||||
| Figure 2 illustrates the shear wall divided into full-height sheathing segments, shown in green. Only the full-height sheathing segments are assumed to provide resistance to lateral loads. The sheathing grade and thickness and the nail size and spacing determine the shear capacity per foot of length of the full-height segments. IBC Table 2306.4.1 and UBC Table 23-II-I-1 relate these variables so that designers can determine the shear capacity (v) in units of lb/ft (plf) of the full-height segments. The design shear capacity, V, is found using the following equation: | |||||||||||||
|
V = v Sbi |
|||||||||||||
|
|||||||||||||
|
|
|||||||||||||
| Topics
of this module include:
Introduction,
Load Path, UBC
Design Table, Wall Shear, Dimension
Ratios, Chord Design, |
|||||||||||||
This page has been viewed
times since 08 July, 2004