Lion06
Structural
- Nov 17, 2006
- 4,238
Let's say we have a really thick slab with a column on it. It is a structural slab, not a S-O-G. Let's say the column has uplift on it. The rebar is fully developed into the slab. Is there still concern of a punching shear issue for this situation? If so, would the critical perimeter be measured at d/2 to the INSIDE of the column, and not the outside?
I haven't convinved myself that it is even an issue yet, but I'm getting a little resistance to my thinking. My thinking is this. The 45 degree shear plane would have to radiate toward the center of the column, not away from it as is typical for punching shear. The reason for this is the uplift and the direction of principle tensile stresses. Because of the direction that the shear plane wants to go, it will be crossing the tension rebar, which, in my thinking, negates that failure.
I guess my thinking is similar to this. Say you have a concrete beam with a stirrup sticking out of the bottom and you pull on that stirrup with a significant force. The shear crack wants to start right at the stirrup because the shear is highest just to either side. The stirrup which is delivering the load is also acting as the shear reinforcement. The load can never be larger than the bar can support in tension, and, by default, the shear is not an issue. I guess the only difference is the difference in phi factors - tension is 0.9, shear is 0.75.
Any thoughts?
I haven't convinved myself that it is even an issue yet, but I'm getting a little resistance to my thinking. My thinking is this. The 45 degree shear plane would have to radiate toward the center of the column, not away from it as is typical for punching shear. The reason for this is the uplift and the direction of principle tensile stresses. Because of the direction that the shear plane wants to go, it will be crossing the tension rebar, which, in my thinking, negates that failure.
I guess my thinking is similar to this. Say you have a concrete beam with a stirrup sticking out of the bottom and you pull on that stirrup with a significant force. The shear crack wants to start right at the stirrup because the shear is highest just to either side. The stirrup which is delivering the load is also acting as the shear reinforcement. The load can never be larger than the bar can support in tension, and, by default, the shear is not an issue. I guess the only difference is the difference in phi factors - tension is 0.9, shear is 0.75.
Any thoughts?