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Report - PEER - University of California, Berkeley

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Base Shear (kN)Base Shear (kN)400020000OpenSees-20001FPhase1, Test No.3, LP89g04(10/50)-40000 5 10 15 20 25 30 35 40Time (sec)4000TESTPhase1OpenSEESPISA3D20000-2000-40001FTESTPISA3DTest No.5,TCU082(2/50)0 5 10 15 20 25 30 35 40 45Time (sec)Figure 15. Base shear history in Tests No. 3 and No. 5.In the Test No. 2, braces started to experience plastic deformation at the first and thesecond floors. As shown in Table 4, by computing the linear responses between theaxial force versus core displacement <strong>of</strong> braces before yielding, it is confirmed that theinitial stiffness <strong>of</strong> the BRBs <strong>of</strong> the specimen is rather close to the design value. Thissuggests that the unbonding mechanism <strong>of</strong> the BRBs is effective in these BRBs. Afterthe application <strong>of</strong> six earthquake effects in Phase 1 tests, it is found that the UBs andBRBs performed rather satisfactorily without evident failure. Furthermore, the BRBsdissipated most <strong>of</strong> hysteretic energy absorbed by the structure in different levels <strong>of</strong>earthquake intensities (Fig. 16). In each case, the energy dissipated by the north BRBis almost the same as that by the south BRBs in each floor suggesting the accuratetransformation <strong>of</strong> the strain gauge readings into the brace axial forces. In themeantime, the ultimate story drift <strong>of</strong> the BRB composite frame was controlled rathereffectively under the effects <strong>of</strong> the design earthquakes.Table 4. Effective stiffness <strong>of</strong> BRBs or UBsExperiment Analysis error (%)N (kN/mm) S (kN/mm) N (kN/mm) S (kN/mm) N S3BRB 91.5 88.0 87.35 87.4 4.7 0.72UBB 183.0 181.4 191.1 191.1 4.2 5.11BRB 193.0 184.3 185.9 185.9 3.8 0.8254

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