StrEng007
Structural
- Aug 22, 2014
- 506
I'm having difficult understanding why SJI defines a joist Span (supported by a steel structure) as the center line of the supporting steel.
They illustrate a "Standard Clear Bearing Length" with the caveat that you only need to maintain 2-1/2" when bearing on steel. Seems like it contradicts itself.
Take the K-Series joists for example. Table 5.4-1 says you need a 4" standard clear bearing length. I interpret that to mean your joist top chord must overlap the edge of the supporting flange by 4" on each side. The same table shows that you're only required to have 2-1/2" of bearing on steel. Note: I realize the significance of this at concrete supports with steel bearing plates.
Here is a scenario:
W16x77 girders with centerline spacing at 25 ft. By illustration, the Span of the beam is 25'-0"
bf/2 of a W16x77 is 5 1/8". So the clear distance between flange edges is 25ft - 10 1/4" = 24'- 1 3/4"
If the joist is required to have 4" of standard clear bearing length on each side, the joists overall length = 24'-1 3/4" + (2)4" = 24'-9 3/4"
But if you're only required to bear 2-1/2" on the steel, can this instead by calculated as = 24'-1 3/4" + (2) 2 1/2" = 24'- 6 3/4"
So which value represents the Span of the beam?
They illustrate a "Standard Clear Bearing Length" with the caveat that you only need to maintain 2-1/2" when bearing on steel. Seems like it contradicts itself.
Take the K-Series joists for example. Table 5.4-1 says you need a 4" standard clear bearing length. I interpret that to mean your joist top chord must overlap the edge of the supporting flange by 4" on each side. The same table shows that you're only required to have 2-1/2" of bearing on steel. Note: I realize the significance of this at concrete supports with steel bearing plates.
Here is a scenario:
W16x77 girders with centerline spacing at 25 ft. By illustration, the Span of the beam is 25'-0"
bf/2 of a W16x77 is 5 1/8". So the clear distance between flange edges is 25ft - 10 1/4" = 24'- 1 3/4"
If the joist is required to have 4" of standard clear bearing length on each side, the joists overall length = 24'-1 3/4" + (2)4" = 24'-9 3/4"
But if you're only required to bear 2-1/2" on the steel, can this instead by calculated as = 24'-1 3/4" + (2) 2 1/2" = 24'- 6 3/4"
So which value represents the Span of the beam?