GalileoG
Structural
- Feb 17, 2007
- 467
My very limited experience in concrete is showing, as I struggled to design a simple bearing wall today.
I have a bearing wall taking a line load at the top. This line load is imparted by the slab that the wall is supporting. My questions are:
1. Should I account for an eccentricity or can I assume that the load is imparted concentrically on the wall? If there is an eccentricity, what causes it? And how much should it be?
2. Should I take the wall as 1 meter strip and treat it as a column? If so, what is the procedure here as I have never seen or designed a column-type structural element with just one layer of longitudinal reinforcing (needed for tension on one side of the wall for the moment created by eccentricity)
3. I found an equation in CSA A23.3-04 code for a bearing wall, to the best of my recollection, the equation is: Pr = (2/3)(concrete compressive strength)(resistance factor of concrete)(alpha)(width)(1 - (effective length factor x unsupported height) / (32 x wall thickness)
I checked the code commentary but found no further reading on the above equation. When can one use this equation? It seems like this equation is for concentrically loaded walls as it does not account for moment. Assuming this is true, if the above equation gives me a resistance less than the applied load, do I just add a (phi steel)(area of steel)(yield stress) component for the compression steel to the equation until I get a Pr > Pf?
Thank you! I hope that made some sense?
Clansman
I have a bearing wall taking a line load at the top. This line load is imparted by the slab that the wall is supporting. My questions are:
1. Should I account for an eccentricity or can I assume that the load is imparted concentrically on the wall? If there is an eccentricity, what causes it? And how much should it be?
2. Should I take the wall as 1 meter strip and treat it as a column? If so, what is the procedure here as I have never seen or designed a column-type structural element with just one layer of longitudinal reinforcing (needed for tension on one side of the wall for the moment created by eccentricity)
3. I found an equation in CSA A23.3-04 code for a bearing wall, to the best of my recollection, the equation is: Pr = (2/3)(concrete compressive strength)(resistance factor of concrete)(alpha)(width)(1 - (effective length factor x unsupported height) / (32 x wall thickness)
I checked the code commentary but found no further reading on the above equation. When can one use this equation? It seems like this equation is for concentrically loaded walls as it does not account for moment. Assuming this is true, if the above equation gives me a resistance less than the applied load, do I just add a (phi steel)(area of steel)(yield stress) component for the compression steel to the equation until I get a Pr > Pf?
Thank you! I hope that made some sense?
Clansman