mjohan
Structural
- Dec 7, 2002
- 91
I am analyzing a buildings diaphragm based on computed direct shear and torsional shear.
Scenerio:
8" Hollow core planks with 2" concrete topping.
Question #1:
When designing the chord beam for tension, do you only consider the ultimate moment from direct shear??? Can the torsional moment be neglected when considering this tension reinforcement because of ACI equation 11.6.1 (a) - "It shall be permitted to neglect torsion effects when the factored torsional moment Tu is less than:" ...
which it is (note, this equation does not account for the thickness of concrete, only the area of the building was used... this seemed odd to me, however, a section of beam does not consider its' length using this formula either). I am trying to figure out which to use, neglecting the torsional moment results in area of steel required = .4 in^2, including torsional moment results in 3.5 in^2. (2) #4 bars or (4) #9 bars ??
Question #2:
I further designed some lateral and transverse reinforcement due to shear throughout the diaghragm. Then I asked myself, Do you really need to include this reinforcement if the 2" concrete topping, (analyzed as a deep plain beam) could take the shear. Following this procedure, the required reinforcement is drastically reduced.
Thanks,
Mark
Scenerio:
8" Hollow core planks with 2" concrete topping.
Question #1:
When designing the chord beam for tension, do you only consider the ultimate moment from direct shear??? Can the torsional moment be neglected when considering this tension reinforcement because of ACI equation 11.6.1 (a) - "It shall be permitted to neglect torsion effects when the factored torsional moment Tu is less than:" ...
which it is (note, this equation does not account for the thickness of concrete, only the area of the building was used... this seemed odd to me, however, a section of beam does not consider its' length using this formula either). I am trying to figure out which to use, neglecting the torsional moment results in area of steel required = .4 in^2, including torsional moment results in 3.5 in^2. (2) #4 bars or (4) #9 bars ??
Question #2:
I further designed some lateral and transverse reinforcement due to shear throughout the diaghragm. Then I asked myself, Do you really need to include this reinforcement if the 2" concrete topping, (analyzed as a deep plain beam) could take the shear. Following this procedure, the required reinforcement is drastically reduced.
Thanks,
Mark