RFreund
Structural
- Aug 14, 2010
- 1,881
I have a few questions regarding RC Cantilevered RW's. Essentially I am looking for what is typical (i.e. conservative) and what is according to code.
Footing design and load factors.
Eccentricity - Should the loads be factored as follows: 1.6 x lateral pressures + 1.2 x resisting dead loads (soil and DL surcharge) + 0.9 x passive pressures (is 0.9 correct?) + ? x Vertical components of soil pressure. Then analyze the footing to determine a new eccentricity and thus a new bearing pressures? Or Should you use the same eccentricity as found when using 'service' loads and checking for stability? Then factor up the bearing pressure x 1.6 for toe design, then factor the soil weight and surcharge for the heel design? Once again is one 'technically correct' vs what is typical or conservative?
Vertical component of soil pressure.
I am trying to get a better understanding of when vertical components are typically used.
Wall stability - can be included. Does drainage aggregate impact this decision?
Bearing pressure - seems that using pv would decrease the eccentricity but may increase the bearing pressure.
Footing design - I'm not sure how you would factor this. I suppose since it is a resisting load it could be multiplied by 0.9 however I'm not sure if that makes the calculation more or less accurate/conservative.
Hooked dowels into the footing
Does the hooked bar embedment / development length need to be followed to for cantilever footings?
Meyerhoff pressure distribution
I have heard that the Meyerhoff pressure distribution may me more realistic. Does any one use this? Can it be used? Essentially it is a uniform (not triangular) pressure distribution over an effective width of footing B'= L-2*e.
Where B'= effective width, L=width of footing, e= eccentricity
EIT
Footing design and load factors.
Eccentricity - Should the loads be factored as follows: 1.6 x lateral pressures + 1.2 x resisting dead loads (soil and DL surcharge) + 0.9 x passive pressures (is 0.9 correct?) + ? x Vertical components of soil pressure. Then analyze the footing to determine a new eccentricity and thus a new bearing pressures? Or Should you use the same eccentricity as found when using 'service' loads and checking for stability? Then factor up the bearing pressure x 1.6 for toe design, then factor the soil weight and surcharge for the heel design? Once again is one 'technically correct' vs what is typical or conservative?
Vertical component of soil pressure.
I am trying to get a better understanding of when vertical components are typically used.
Wall stability - can be included. Does drainage aggregate impact this decision?
Bearing pressure - seems that using pv would decrease the eccentricity but may increase the bearing pressure.
Footing design - I'm not sure how you would factor this. I suppose since it is a resisting load it could be multiplied by 0.9 however I'm not sure if that makes the calculation more or less accurate/conservative.
Hooked dowels into the footing
Does the hooked bar embedment / development length need to be followed to for cantilever footings?
Meyerhoff pressure distribution
I have heard that the Meyerhoff pressure distribution may me more realistic. Does any one use this? Can it be used? Essentially it is a uniform (not triangular) pressure distribution over an effective width of footing B'= L-2*e.
Where B'= effective width, L=width of footing, e= eccentricity
EIT