monchie
Structural
- Feb 22, 2011
- 96
Hello,
I came across on how to adjust SM of shear walls,pls. see below;
"Typically I initially assign a 1.0 factor to f11, f22, and f12 along with a 0.01 factor to m11, m22, and m12 (so that the shearwall essentially has no out of plane stiffness and acts as a classical in-plane only resisting element). I then run the model and check axial stresses against the modulus of rupture to see if the assumption that the wall is uncracked (f11,f22,f12 = 1.0) was correct. For those portions of the wall that are cracked, I reassign with the lower 0.7 crack factor to f11,f22, and f12.”
My questions above are the following;
1. “I then run the model and check axial stresses against the modulus of rupture to see if the assumption that the wall is uncracked (f11,f22,f12 = 1.0) was correct. “
1.1 How will I do this in ETABS? How will I know if the wall is cracked or uncracked?
1.2 What values I will use in checking axial stresses(Load Cases or Load Combination)?
1.3 Where can I find the values for “modulus of rupture”?
I came across on how to adjust SM of shear walls,pls. see below;
"Typically I initially assign a 1.0 factor to f11, f22, and f12 along with a 0.01 factor to m11, m22, and m12 (so that the shearwall essentially has no out of plane stiffness and acts as a classical in-plane only resisting element). I then run the model and check axial stresses against the modulus of rupture to see if the assumption that the wall is uncracked (f11,f22,f12 = 1.0) was correct. For those portions of the wall that are cracked, I reassign with the lower 0.7 crack factor to f11,f22, and f12.”
My questions above are the following;
1. “I then run the model and check axial stresses against the modulus of rupture to see if the assumption that the wall is uncracked (f11,f22,f12 = 1.0) was correct. “
1.1 How will I do this in ETABS? How will I know if the wall is cracked or uncracked?
1.2 What values I will use in checking axial stresses(Load Cases or Load Combination)?
1.3 Where can I find the values for “modulus of rupture”?