OK. I have read all of your responses (thank you for all of them) and gone back to codes, examples problems and ASCE type guides and this is how I see the solution.
The MDD > 2 x ADVE check confirms that the diaphragm is flexible. As a result, all conditions/requirements pertaining to any extreme torsional irregularity do not apply as they only pertain to rigid diaphragms.
ASCE 12.3.4.2
Rho shall be taken as 1.3 unless one of the following conditions is met:
Paragraph a.) – Each story shall comply with the requirements of Table 12.3-3
Table 12.3-3 Moment frames – “Loss of moment resistance at the beam-to-column connections at both ends of a single beam would not result in more than a 33% reduction in story strength …”
If any single OMF in the N-S direction loses moment resistance at the beam ends, total strength is reduced by 33.33% (> 33%; Organix).
CONDITIONS OF PARAGRAPH “A” ARE NOT MET.
Paragraph b.) – Structures that are regular in plan at all levels provided that the seismic force-resisting systems consist of at least two bays of seismic force resistance perimeter framing on each side of the structure on each orthogonal direction…
Three sides only utilize ONE bay of SFR systems.
CONDITIONS OF PARAGRAPH “B” ARE NOT MET.
THEREFORE RHO = 1.3.
Moving on…
ASCE 12.8.4.1
“…For flexible diaphragms, the distribution of forces to the vertical elements shall account for the position and distribution of the masses supported.” Tributary area.
Since the problem specifically asks for the force in the frame along grid 1, it is assumed that that is not the frame that loses moment resistance at the beam column connections. That leaves the frame on Grid 1and the remaining frame on grid 5 to share the load. In this case 50% each.
The 50% > 33% is meaningless.
Whew...
The MDD > 2 x ADVE check confirms that the diaphragm is flexible. As a result, all conditions/requirements pertaining to any extreme torsional irregularity do not apply as they only pertain to rigid diaphragms.
ASCE 12.3.4.2
Rho shall be taken as 1.3 unless one of the following conditions is met:
Paragraph a.) – Each story shall comply with the requirements of Table 12.3-3
Table 12.3-3 Moment frames – “Loss of moment resistance at the beam-to-column connections at both ends of a single beam would not result in more than a 33% reduction in story strength …”
If any single OMF in the N-S direction loses moment resistance at the beam ends, total strength is reduced by 33.33% (> 33%; Organix).
CONDITIONS OF PARAGRAPH “A” ARE NOT MET.
Paragraph b.) – Structures that are regular in plan at all levels provided that the seismic force-resisting systems consist of at least two bays of seismic force resistance perimeter framing on each side of the structure on each orthogonal direction…
Three sides only utilize ONE bay of SFR systems.
CONDITIONS OF PARAGRAPH “B” ARE NOT MET.
THEREFORE RHO = 1.3.
Moving on…
ASCE 12.8.4.1
“…For flexible diaphragms, the distribution of forces to the vertical elements shall account for the position and distribution of the masses supported.” Tributary area.
Since the problem specifically asks for the force in the frame along grid 1, it is assumed that that is not the frame that loses moment resistance at the beam column connections. That leaves the frame on Grid 1and the remaining frame on grid 5 to share the load. In this case 50% each.
The 50% > 33% is meaningless.
Whew...