BadgerEngineer
Structural
- Sep 16, 2008
- 43
I have some questions regarding masonry ties for vertical reinforcement in compression.
Per ACI 530-05: Section 3.1.8.3. “The compressive resistance of steel reinforcement shall be neglected unless lateral reinforcement is provided in compliance with requirements of Section 2.1.6.5”
Per subsection a, b, c of 2.1.6.5
A.) Ties must be minimum 1/4" in diameter
B.) Vertical spacing of lateral ties shall not exceed 16 longitudinal bar diameters, 48 lateral tie bar or wire diameter, or least cross sectional dimension of member.
C.) Ties must be arranged so every corner bar and alternate longitudinal bar shall have lateral support provided by the corner of a lateral tie with an angle not more than 135 degrees.
Typically we use 9 gage Ladder type reinforcement (.144” diameter) at 16” o.c. spacing vertically. If we have vertical rebar in a wall spaced at 24" or 32", etc, we assume the ladder reinforcement acts as the lateral tie for compression reinforcement. We have never run into a problem with this.
However, I realize 9 gage Ladder reinforcement does not meet minimum 1/4" diameter requirement. Ladder reinforcement also does not allow for vert bar to fall in ‘corner’ of tie. I'm assuming per subsection ‘b’ ties must be spaced at a max of least cross sectional dimension –for CMU this is 8”.
Does this mean if we are using vertical rebar in compression for a CMU wall – ladder reinforcement at 16” o.c is not acceptable to act as a tie.
Also, if vertical rebar is not adequately tied per section 2.1.6.5 must you consider the cmu wall/column unreinforced in compression? If yes, not only does this eliminate the fy*As portion of your Pn equation, but it also means your phi factor for axial loads decreased from .90 to .60. (This is per section 3.1.4.1 which states unreincforced walls should use a phi factor of .6 for axial) This will greatly reduce your axial capacity.
Has anyone else run into this? How are you tying vertical rebar in masonry walls for compression if lateral tie must be 1/4" and must fall in "corner"?
This all seems a little conservative to me. What are your thoughts?
Per ACI 530-05: Section 3.1.8.3. “The compressive resistance of steel reinforcement shall be neglected unless lateral reinforcement is provided in compliance with requirements of Section 2.1.6.5”
Per subsection a, b, c of 2.1.6.5
A.) Ties must be minimum 1/4" in diameter
B.) Vertical spacing of lateral ties shall not exceed 16 longitudinal bar diameters, 48 lateral tie bar or wire diameter, or least cross sectional dimension of member.
C.) Ties must be arranged so every corner bar and alternate longitudinal bar shall have lateral support provided by the corner of a lateral tie with an angle not more than 135 degrees.
Typically we use 9 gage Ladder type reinforcement (.144” diameter) at 16” o.c. spacing vertically. If we have vertical rebar in a wall spaced at 24" or 32", etc, we assume the ladder reinforcement acts as the lateral tie for compression reinforcement. We have never run into a problem with this.
However, I realize 9 gage Ladder reinforcement does not meet minimum 1/4" diameter requirement. Ladder reinforcement also does not allow for vert bar to fall in ‘corner’ of tie. I'm assuming per subsection ‘b’ ties must be spaced at a max of least cross sectional dimension –for CMU this is 8”.
Does this mean if we are using vertical rebar in compression for a CMU wall – ladder reinforcement at 16” o.c is not acceptable to act as a tie.
Also, if vertical rebar is not adequately tied per section 2.1.6.5 must you consider the cmu wall/column unreinforced in compression? If yes, not only does this eliminate the fy*As portion of your Pn equation, but it also means your phi factor for axial loads decreased from .90 to .60. (This is per section 3.1.4.1 which states unreincforced walls should use a phi factor of .6 for axial) This will greatly reduce your axial capacity.
Has anyone else run into this? How are you tying vertical rebar in masonry walls for compression if lateral tie must be 1/4" and must fall in "corner"?
This all seems a little conservative to me. What are your thoughts?