ajose
Structural
- May 23, 2003
- 54
Hi there,
Let's focus on reinforced concrete dams. Just the intake of an Hidropower dam (a big cantiliver reinforced concrete).
Let's do no think about temperature, shrinkage and other things.
Just focus on stress due external loads (bending mainly)
Usually in reinforced concrete structures when cracks are checked by ACI art. 10.6.4 up to 1995 by:
z=fs(dc*A)^(1/3)
Where
fs service stress on rebar.
dc cover of the rebar.
A area of concrete with the same centroide of the rebar.
z a factor upon the type of element and the crack width
then past 1995 was changed to
s=540/fs - 2.5*cc
Where;
fs service stress on rebar.
cc cover of the rebar.
for width cracks 0.016in
Normal practice lead us to the "Z" formulae and the width is upon the study zone (some are more criticals than others)
My question:
Does somebody has some correlation between both formula and the real crack width?
I'm interested on normal concrete structure or masive concrete structure.
Let's focus on reinforced concrete dams. Just the intake of an Hidropower dam (a big cantiliver reinforced concrete).
Let's do no think about temperature, shrinkage and other things.
Just focus on stress due external loads (bending mainly)
Usually in reinforced concrete structures when cracks are checked by ACI art. 10.6.4 up to 1995 by:
z=fs(dc*A)^(1/3)
Where
fs service stress on rebar.
dc cover of the rebar.
A area of concrete with the same centroide of the rebar.
z a factor upon the type of element and the crack width
then past 1995 was changed to
s=540/fs - 2.5*cc
Where;
fs service stress on rebar.
cc cover of the rebar.
for width cracks 0.016in
Normal practice lead us to the "Z" formulae and the width is upon the study zone (some are more criticals than others)
My question:
Does somebody has some correlation between both formula and the real crack width?
I'm interested on normal concrete structure or masive concrete structure.