JoshPlumSE
Structural
- Aug 15, 2008
- 9,698
Take an example of a simple spread footing subjected to an axial load Pu applied through a pedestal. Assume that there isn't any applied moment, though the axial load may be considered to be eccentric. There is also some soil overburden pressure and the self weight of the footing itself.
When you calculate the required punching shear strength, you start with the applied load Pu. But, then you get to reduce it a bit because of the soil pressure below which is counter-acting the applied load, correct?
Obviously, you can only use the amount of force / soil pressure that is within the assumed failure perimeter. This is, after all, the only soil pressure that directly opposes the load Pu.
The question is how do you calculate the force reduction in the punching shear demand? What pressure do you use? Do you base it on the TOTAL applied load (which includes the effects of fooing self weight and the soil overburden)? Or, do you ONLY subtract out the portion of the pressure that directly comes from the applied pedestal load?
I know how I would do this, but I wanted to get other folks opinions on the subject.
Thanks in advance for any input,
Josh
When you calculate the required punching shear strength, you start with the applied load Pu. But, then you get to reduce it a bit because of the soil pressure below which is counter-acting the applied load, correct?
Obviously, you can only use the amount of force / soil pressure that is within the assumed failure perimeter. This is, after all, the only soil pressure that directly opposes the load Pu.
The question is how do you calculate the force reduction in the punching shear demand? What pressure do you use? Do you base it on the TOTAL applied load (which includes the effects of fooing self weight and the soil overburden)? Or, do you ONLY subtract out the portion of the pressure that directly comes from the applied pedestal load?
I know how I would do this, but I wanted to get other folks opinions on the subject.
Thanks in advance for any input,
Josh