gkm111
Civil/Environmental
- Jun 7, 2013
- 19
The shear strength of concrete (Canada) is given by the formula:
Vc = 0.2 x λ x ᶲc x √f'c x bw x d
Where λ = 1 for normal weight concrete
ᶲc = 0.6
f'c = compressive strength of concrete
bw = width
d = depth
Suppose we have a dowel (say rebar) in the center of a concrete panel with thickness 150mm.
If the dowel (15 mm) is placed at the centreline of the panel, then bw = 15 + 2 x 75 and d = 75
The question is, doesn't the length of the dowel have an effect on the shear strength? However there is nothing in the equation to account for the length? That is, doesn't the third dimension have an impact on the shear strength?
Vc = 0.2 x λ x ᶲc x √f'c x bw x d
Where λ = 1 for normal weight concrete
ᶲc = 0.6
f'c = compressive strength of concrete
bw = width
d = depth
Suppose we have a dowel (say rebar) in the center of a concrete panel with thickness 150mm.
If the dowel (15 mm) is placed at the centreline of the panel, then bw = 15 + 2 x 75 and d = 75
The question is, doesn't the length of the dowel have an effect on the shear strength? However there is nothing in the equation to account for the length? That is, doesn't the third dimension have an impact on the shear strength?