In a properly detailed SMF column, neither of these things should happen. This seems to be one of the fundamental aspects of capacity design that may be eluding you.
In a "properly detailed SMF column".. that's right.. but my column is not properly detailed SMF. The following pic shows why.
10 gallons of pure epoxy injected:
It is honeycombing in the column because of poor workmanship by incompetent contractors. The designers told me to inject 10 gallons of pure epoxy. In the thread
everybody here is convincing me the low modulus epoxy won't take much load and can't be used a repaired material. But the designers won't listen because they forgot the concept of modulus of elasticity or stress-strain so can't understand what BARetired is saying. In the following quote. BARetired is commenting I have loss of axial capacity of about 1000kN. BAretired said:
" Just a comment on your earlier calculations (shown in blue):
Now to compute for the load reduction carried by the epoxy filling. I'll use strain of 0.0005 or load in the elastic range.
from steel strain=0.0005, Modulus 29,000 ksi
stress = strain*modulus = 14500 psi or 99973.98 pascal 100MPa or 100*106 pascals.
from concrete strain 0.0005, Modulus 3604.996 ksi (let's call it 3600 ksi)
stress = strain*modulus = 1802.498 1800 psi or 12427.79 pascal 12.4 MPa
from epoxy strain 0.0005, Modulus 450 ksi
stress = strain*modulus = 225 psi or 1551.32 pascal 1.55 MPa
Column is 0.5x0.5m, the 0.2x0.5 section was replaced with epoxy, remaining 0.3x0.5 section with concrete. In other words, 33% 40% of section replaced by epoxy.
steel area of 12 20mm bars (for concrete section) = 0.003769 mm^2 3600mm2...in Canada, 20M bars have an area of 300mm2, could be different in Philippines
steel area of 8 20mm bars (for epoxy section) = 0.002513 2400 mm^2
For load carried by concrete section (0.3x0.5 of column) with 12 bars of 20m steel
P = Fc(Ag-As)+Fs(As) = 12427.29(0.146231) + 99973.98 (0.003769) = 2194.13 KN
12.4(300*500 - 3600) + 100(3600) = 2175 kN.
For load carried by the epoxy section (0.2x0.5 of column) with 8 bars of 20mm steel.
P = Fc(Ag-As)+Fs(As) = 1551.32 (0.097487) + 99973.98 (0.002513) = 402.4681 Kn
1.55(200*500 - 2400) + 100(2400) = 391 kN
For load carried by entirely concrete(0.5x0.5 of column) with 20 bars of 20mm steel
P = Fc(Ag-As)+Fs(As) = 12427.79(0.243718) + 99973.98(0.006282) = 3656.913 Kn
12.4(500*500 - 6000) + 100(6000) = 3625 kN
Loss of axial load due of the epoxy is
P(all concrete) - (P(concrete)+P(epoxy)) = 3656.913 - (2194.13+402.4681) = 1060.3149 KN
3625 - (2175 + 391) = 1059 kN
Note: The above calculation assumes uniform strain throughout the column. If a transformed section is used, the centroid of the combined section would shift toward the concrete portion. That would cause bending stress in addition to axial, so the condition is likely going to be worse than calculated."
Kootk. Have you seen construction this bad? In our country. Injecting epoxy is the normal even on column bases on 30 storey high rise structure that has 2 meters size honeycombing. BARetired said it's so dangerous.
It's good the honeycombing is in my tension side of the eccentric front column. If it is on the compression side.. it is so scary.. but reverse cyclic loading worries me. This is the main reason why I don't want to build the 4 storey.
Have you seen one building with 10 gallons of epoxy injected and massive carbon fiber installed and even pedestral retrofit done? Or have you seen worse.. lol..
This is the reason why Im learning what a properly detailed SMF column should be.. so asking if it is possible the yielding bar breaks before the moment reaches the balanced point.. etc. Thanks.