Clevegar
Structural
- Nov 30, 2002
- 8
(I posted a similar question in AASHTO forum)
Reality check is requested by engineer who doesn't often stray into the AASHTO code.
I want to find the design live load bending moment in my rc deck with main reinforcing perpendicular to traffic. Following 3.24.3.1:
S=10 ft span between longitudinal members
P=16,000 lb wheel load
M = ((10ft+2)/32)*16,000lb = 6,000ft-lb per unit strip of slab, and I will choose my transverse flexural reinforcing based on that force.
or, if my reinforcing is parallel to traffic, following 3.24.3.2:
S= 10ft between transverse members
P= 16000lb
E= 4+0.06*10 = 4.6ft
M= (P/E)*S/4 (assuming the maximum loading occurs midspan)
= ((16000/4.6)*10)/4 =8696ft-lb per unit strip and that is what i will use to choose my flexural rebar.
Am I doing this right? Many thanks in advance.
Reality check is requested by engineer who doesn't often stray into the AASHTO code.
I want to find the design live load bending moment in my rc deck with main reinforcing perpendicular to traffic. Following 3.24.3.1:
S=10 ft span between longitudinal members
P=16,000 lb wheel load
M = ((10ft+2)/32)*16,000lb = 6,000ft-lb per unit strip of slab, and I will choose my transverse flexural reinforcing based on that force.
or, if my reinforcing is parallel to traffic, following 3.24.3.2:
S= 10ft between transverse members
P= 16000lb
E= 4+0.06*10 = 4.6ft
M= (P/E)*S/4 (assuming the maximum loading occurs midspan)
= ((16000/4.6)*10)/4 =8696ft-lb per unit strip and that is what i will use to choose my flexural rebar.
Am I doing this right? Many thanks in advance.