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7 of 234 <br />5.5.2.3 <br />6.2 <br />7.2 <br />Specific checks pertaining to Concrete moment frames: No Shear Failures - per C5.5.2.3.4, <br />members that cannot develop the flexural capacity in shear shall be checked for adequacy <br />against calculated shear demands. For columns, the shear capacity is dependent upon the level <br />Concrete Moment Frame Checks of axial stress and therefore will be evaluated for all pettinent load combinations to determine the <br />most cntical. Bar splices - not considered critical as 50%/50yr axial-flexural demand/capadty is <br />typically well below 1 0 and likely bar splice locations at Levels 3 up are at the elevations of infill <br />r,anels 'mnt:irinrl' cnlijmns a low flexural demand lor.ation <br />In the absence of structural drawings or spedfications, data is based on results of on-site <br />investigations induding targeted destructive and nondestructive testing of building materials and <br />components Architectural drawings show key member profiles consistent with field <br />measurements. The field testing program indudes an overall visual condition survey, strength <br />testing small-diameter concrete cores extracted from columns and beams, Ground Penetrating <br />Data Collection Requirements Radar (GPR) scans of concrete faces for rebar below the surface, and hardness tests of exposec <br />rebar to establish the proper grades. Considering the regular pattern of the perimeter moment <br />frame and the main focus on evaluating lower level framing members, we consider the concrete <br />tests and GPR scans at multiple column lines on multiple floors achieve a 'Comprehensive' Level <br />of Knowledge. We apply the associated knowledge factor, kappa, of 1.0 This is in line with the <br />provision of 6.2 2 point #2. <br />Nonlinear Response History Analysis is the principal approach, with Linear Response Spectrum <br />General Analysis Requirements Analysis (RSA) modified for assumed total damping per 7.2.3.6 as another form of validation <br />7.2.3.2 Torsion <br />The lateral system surrounds the tower, so shifting the center of mass in the computer models to <br />account for accidentally eccentricity will not significantly affect member demands. For one sampl <br />set of acceleration history records, demands change approximately 5%, in line with expectations <br />In addition, for members acting below yield at 72yr MRI accidental eccentridty from unevenly <br />distributed seismic damage is not an issue. For these reasons accidental eccentricity is not built <br />into every computer run. <br />Table 7-1 Required Number of Ground <br />Motions <br />When using 3 ground motions for a Limited Performance Objective structure, the maximum <br />values denved from the set shall be used. We run 4 ground motions and still use the maximum <br />values found. <br />The capacity of force controlled members such as columns under axial load is the product of <br />kappa and the lower-bound strength. The lower-bound strength, Qd, is defined as the meanCalculation of Component Action minus one standard deviation of the tested concrete compressive strength. For rebar, nominalTable 7-7 <br />Capacity Nonlinear Procedures yield value for the grade indicated by Brinell hardness testing is used since the grade is already <br />determined conservatively <br />Field testing of concrete compressive strength and steel reinforcement yield and ultimate <br />Concrete Material Proprerties strengths for grades indicated by field hardness testing of rebar exposed by chipping. Bar samplf <br />extraction for tension testing is not planned as nominal steel grades are conservatively applied. <br />1022.1 <br />10.2.2.2 Concrete Component Properties Several site walks were conducted to address the points listed. <br />The coefficient of vanation for field test results concerning concrete compressive tests is well <br />below 20% Concrete test frequency, column/beam GPR scanning frequency, and visual <br />10.22.4.2 Comprehensive Data Collection condition survey extent are consistent with a comprehensive collection program for the perimeter <br />moment frames. <br />Table 10-5 Effective Stiffness Values <br />Column Flexural Rigidity is directly proportional to the level of design gravity loads sustained. Fot <br />perimeter mpment frame columns, this was found to be beneath the 0.1Agfc threshold in nearly <br />all instances. Therefore, a 0.3Eclg stiffness modifier is applied to the analysis model. Although <br />nonprestressed beams are permitted to use the same 0.3Eclg modifier, the design team <br />recognizes that the deep beam/infill panel assembly is unlikely to experience that level of crackin <br />so a 0 7Eclg factor is applied to beams. The resulting periods for the lowest modes are similar to <br />the default upper limit on period in ASCE 41, supporting this approach. <br />103.2.3 Force-Controlled Actions <br />Procedures outlined in ASCE41-13 and ACI 318 are permitted to calculate member design <br />strengths except that the strength reduction factor, 0, shall equal 1.0. <br />Fig. 10-2 Beam-Column Joint Modeling <br />Isolated partial-elevation analysis models wth detailed finite elements of beams and infill panels <br />are used to establish the locations, percentages and lengths of rigid offsets at single-line momen <br />frame beams in the main model for equivalent lateral stiffness Behavior is bracketed by indudin <br />column capture above the floor in most models, the 'default' condition, and minimizing it in other <br />models. Because reduced column capture effects lengthen modal penods, the influence on <br />demands is relatively minor. <br />10.3.4 Shear and Torsion <br />"Where the longitudinal spadng of transverse reinforcement exceeds half the componenet <br />effective depth measured in the direction of shear, transverse reinforcement shall be assumed n( <br />more than 50% effective in resisting shear or torsion." Spacing of column ties was found to be <br />between d/2 and d, where d is the effective depth measured in the direction of shear. This minor <br />shear resistance contribution is included in calculations. <br />10.4.2.3 Strength of Moment Frames <br />Column shear strength is a function of the axial, shear, and moment demands under a given loac <br />combination The most critical permutation, typically assuming the smallest column compression <br />value found, is being used to establish the governing concrete column shear capacities. The <br />degree of conservatism in this approach is being studied separately, based on the probability of <br />maximum shear and minimum axial compression occurnng simultaneously.