212 Ketter Hall, North Campus, Buffalo, NY 14260 www.civil.buffalo.edu Fax: 716 645 3733 Tel: 716 645 2114 x 2400 Structural Control through Base Isolation.

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Presentation transcript:

212 Ketter Hall, North Campus, Buffalo, NY Fax: Tel: x 2400 Structural Control through Base Isolation Andrei M Reinhorn Professor of Structural Engineering

Modern Methods in Earthquake and Vibration Mitigation

Elastomeric / Natural Rubber Isolators

Spectral Response Target Period 2-3sec

Spectral Response

Site Effects on Spectral Response

Steel-Laminated Elastomeric Bearings Curtesy Scougal Rubber, Seattle, WA

Deformed Seismic High Damping Rubber Bearing

Lead Rubber Bearing

Whitestone Bridge - Rubber Bearings

Friction Pendulum System

Liquid Natural Gas (LNG)Tanks Friction Pendulum System 212 Isolators -20 o C - 30 o C 1000 tons capacity 5% friction +/-30 cm lateral movement period of 2.75 sec

Hayward City Hall, CA 53 FPS 15 Taylor Fluid Dampers Period 3.0 sec 3.5% Friction +/-28 cm movement 900 tons capacity

22 FPS 5 sec period +/ m movement 2200 tons capacity R=6.2m

San Francisco Airport International Terminal 267 FPS 3 sec period +/- 60 cm movement 3000 tons capacity

Court of Appeals San Francisco CA Building Retrofitted with 256 Isolators of type Friction Pendulum System

Historic Monument Suffered Damage in 1989 Loma Prieta Earthquake

Installation of FPS Construction of Side Beams Cutting hole for jacks and column removal

Installation of damper Damper in place and grouted to receive load Cutting the wall along the building

Court of Appeals- Retrofit of Interior Walls Protected During Construction Interior After Retrofit

Ball-in-Cone Isolator - Tekton Dev., Arizona

Wire Rope Isolators

Elastomeric Bearing Models 2R t

Elastomeric Bearings Properties Horizontal Stiffness Vertical Stiffness t r = net rubber thickness A t Circular Bearing Square Pad Holed Circular Pad for strip for circular for square

Elastomeric Bearings Properties Moment Capacity of Circular Pad Effective Stiffness for Square Pad Effective Stiffness for Holed Pad Effective shear strain Effective Stiffness for Circular Pad (EI) eff = E c  R 4 /12

Modified Stiffness- Modified Stiffness for Large S Modified Stiffness for Very Large S For Circular Pad - Small S For Circular Pad Large S K - bulk modulus of material

Lead Rubber Bearings

Friction Pendulum System D WW Force Resistance Horizontal Stiffness Effective Stiffness Basic Period

Friction Pendulum System D WW

Design Procedure

Design Example

D

Design Analysis 3D-Basis-Tabs series of computer programs available Report * and Program SAP2000 available from Computers and Structures, Berkeley, CA IDARC-BRIDGE from University at Buffalo /MCEER Report # * and Program (program requires SUN / UNIX computer) * Reports can be obtained from MCEER / University at Buffalo Publications department

212 Ketter Hall, North Campus, Buffalo, NY Fax: Tel: x 2400 THANKS FOR YOUR ATTENTION