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NEESR-SG: Controlled Rocking of Steel- Framed Buildings with Replaceable Energy Dissipating Fuses Greg Deierlein, Paul Cordova, Eric Borchers, Xiang Ma,

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Presentation on theme: "NEESR-SG: Controlled Rocking of Steel- Framed Buildings with Replaceable Energy Dissipating Fuses Greg Deierlein, Paul Cordova, Eric Borchers, Xiang Ma,"— Presentation transcript:

1 NEESR-SG: Controlled Rocking of Steel- Framed Buildings with Replaceable Energy Dissipating Fuses Greg Deierlein, Paul Cordova, Eric Borchers, Xiang Ma, Alex Pena, Sarah Billington, & Helmut Krawinkler, Stanford University Jerome Hajjar, Kerry Hall, Matt Eatherton, University of Illinois Mitsumasa Midorikawa, Hokkaido University David Mar, Tipping & Mar Associates and Greg Luth, GPLA

2 Discussion issues Prototype Building Information Preliminary E-Defense Test Setup Testbed Details Dual versus Single Rocking Frame List of Other Issues Schedule and Logistics Industry Collaboration Opportunities

3 Prototype Structure

4 Summary of Parametric Study Results for Prototype Building Variables EQ Motion Intensity Base Shear kN (kips) Vertical Base Reaction kN (kips) Uplift Ratio α Roof Drift Ratio 50% in 50 Years3000 (674)5000 (1124)0.7%0.5% 10% in 50 Years4200 (944)6200 (1393)1.9%1.5% 2% in 50 Years5500 (1236)7000 (1573)3.4%2.5% Peak Response Values * Peak values are the mean values of peak response values from a set of scaled ground motions Hall, K. et al. 2006, Report No. ST-06-01, Dept. of Civil & Environmental Engineering, UIUC α

5 Preliminary Design of System Test at E-Defense (2009) Large (2/3 scale) frame assembly Validation of dynamic response and simulation Proof-of-Concept ­ construction details ­ re-centering behavior ­ fuse replacement Collaboration & Payload Projects

6 Similitude Model and Assumptions Proc. 1 Mass density ratio = 1 ­ Time distorted Proc. 2 Time and strain rate ratio = 1 ­ Mass ratio relatively large Proc. 3 Acceleration ratio = 1, mass ratio reasonably small, time not too distorted ­ Preferred option Proc. 1Proc. 2Proc. 3 Masslr3lr3 0.31lrlr 0.68lr2lr2 0.46 Accelerationl r -1 1.47lrlr 0.6811.00 Timelrlr 0.6811l r 1/2 0.82 Strain Ratel r -1 1.4711l r -1/2 1.21 Velocity11.00lrlr 0.68l r 1/2 0.82

7 Variables EQ Motion Intensity Base Shear kN (kip) Vertical Reaction kN (kip) Overturning Moment kN-m (kip-ft) 50% in 50 Years 2312 (520)3083 (693)18689 (13778) 10% in 50 Years 3237 (727)3823 (859)26164 (19290) 2% in 50 Years 4239 (953)4316 (970)34262 (25261) Inferred Force Demands for 4-story Specimen Testbed floor mass: 60 ~ 100 ton Inferred Demand Parameters for Specimen Prototype Specimen Proc. 1Proc. 2Proc. 3 221 (4 rocking units each direction)69.5150.3102.2 441 (2 rocking units each direction)138.7299.9203.9 Unit: metric ton. 1 ton = 9.8 kN = 2.2 kips Comparison of Floor Mass

8  Dimension scale l r = 0.68  Member size determined by scaling from prototype  Shown in red circle are displacement range for each joints Basis Parameters of Specimen BeamsH200x150x6x9 Columns, bracesH250x250x14x14 Approximate Member Sizes Unit: mm. 1000 mm = 3.28 ft

9 Testbed Details New load cell configuration Horizontal cross-bracing between testbed frames Attachment to frame specimen ­ Roller detail ­ Pin detail with exterior columns

10 Change of Load Cell Configuration OldNew

11 Old versus New Load Cell Configuration Side Load Cells (old) Center Load Cells (new)

12 Horizontal Cross-bracing members Interfere with frame specimen

13 Horizontal Cross-bracing members Solution under consideration Cross beams to connect the two testbed frames Cables to tie together the white and blue beams

14 Frame Load Introduction Plan 1 – Roller Detail

15 Plan 2 - Pin with Exterior Columns Detail

16 Dual versus Single Frame

17 Single Frame with Central Load Cell

18 Single Frame – Fuse Details

19

20 Similar Deformation Mode ABAQUS Modeling of Fuse

21 Load-Deformation Curves of a Case 10~20% higher loads Test ABAQUS Analysis

22 Non-symmetric fuse loading under Single Frame Setup

23 List of Other issues Design anchoring specimens to the table ­ Use steel or concrete for base beam? ­ Resistance capacity of shake table Available instrumentation ­ number of channels ­ type and number of instruments Ground motion record ­ what record to use ­ how it would be scaled Construction of specimen ­ how to assemble frame specimen ­ Construction sequence (Testbed first and then specimen? or sequential installation of testbed 1, specimen, testbed 2)

24 Schedule and Logistics Schedule ­ Spring 2008, UIUC test ­ Summer 2008, finalization of E-Defense specimen design ­ Autumn 2008, finalization of instrumentation plan ­ Winter 2008, E-Defense specimen construction & instrumentation ­ Spring 2009, E-Defense test Logistics ­ Confirmation of student team members and establish contact. (Tokyo Tech: Hirotaka Ando? Kyoto Univ:? E- Defense: ?) ­ When to send students to E-Defense

25 Industry Collaboration Industry partners from Japan to participate in design, detailing, and construction (Nippon Steel Corp? Other consultants or fabricators?) In-kind funding for materials (shapes, plate, connectors), fabrication (specimens and load frame components [trough, loading beams, etc.]) Fuse fabrication (same fabricator as specimen?) Supplier of PT cables and anchorages, and contractor for installation (E-Defense staff?) Capabilities for E-Defense staff in steel erection (e.g., bolting of fuses, resolution of fit-up issues) Other issues?


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