Lion06
Structural
- Nov 17, 2006
- 4,238
I'd like to get some opinions on development length and confinement.
The development length for rebar (at least in my office) is not often thought about too hard. We typically take the basic equation (with the (cb+Ktr)/db factor = 1) and call it a day.
I've come across a situation where I want to use the cb+Ktr factor, but it's a bit of deviation from the typical case and I'd like to get some opinions.
cb is the clear distance (center of bar to edge of concrete or half of the nearest bar spacing). That's straightforward enough. Ktr is a a measure of confinement which helps with a splitting failure for development of bars. Ktr is a function of the transverse reinforcement, which is a measure of the confinement. As far as I can tell from ACI and from my advanced concrete class, it is the confinement that matters and the transverse steel is just the means to achieve that confinement.
Let's say you have confinement by other means......... like say the rock socket of a caisson. Can you get any more confined than dumping concrete into a hole drilled 15' into bedrock? My thought was to say that even though there is no transverse reinforcement in the rock socket that the concrete could not possibly be more confined by any level of reinforcement than it is by being surrounded by bedrock. With that thought in mind, I don't think it inappropriate to use a (cb+Ktr)/db factor equal to 2.5 to reduce the developement length of the rods into the rock socket for uplift. What is everyone else's opinion on this?
This makes a huge difference in the required development length, and consequently, the required rock socket length (on the order of 15' of rock socket per caisson). This would mean a huge savings for the job, but I don't want to do anything that is unsafe or deviates substantially from the norm.
The development length for rebar (at least in my office) is not often thought about too hard. We typically take the basic equation (with the (cb+Ktr)/db factor = 1) and call it a day.
I've come across a situation where I want to use the cb+Ktr factor, but it's a bit of deviation from the typical case and I'd like to get some opinions.
cb is the clear distance (center of bar to edge of concrete or half of the nearest bar spacing). That's straightforward enough. Ktr is a a measure of confinement which helps with a splitting failure for development of bars. Ktr is a function of the transverse reinforcement, which is a measure of the confinement. As far as I can tell from ACI and from my advanced concrete class, it is the confinement that matters and the transverse steel is just the means to achieve that confinement.
Let's say you have confinement by other means......... like say the rock socket of a caisson. Can you get any more confined than dumping concrete into a hole drilled 15' into bedrock? My thought was to say that even though there is no transverse reinforcement in the rock socket that the concrete could not possibly be more confined by any level of reinforcement than it is by being surrounded by bedrock. With that thought in mind, I don't think it inappropriate to use a (cb+Ktr)/db factor equal to 2.5 to reduce the developement length of the rods into the rock socket for uplift. What is everyone else's opinion on this?
This makes a huge difference in the required development length, and consequently, the required rock socket length (on the order of 15' of rock socket per caisson). This would mean a huge savings for the job, but I don't want to do anything that is unsafe or deviates substantially from the norm.