Examples of Semi-Active Structures

Slides:



Advertisements
Similar presentations
Passive Vibration Control
Advertisements

Tuned Mass Dampers a mass that is connected to a structure
 Submitted by: MAHESH CHAND SHARMA M.TECH. –III SEM ( ) (2010PST116)  Guided by: Dr. M.K.Shrimali Dr. S.D. Bharti Department of Structural Engineering.
Takanori Sekiguchi Italy-Japan Workshop (19 April, 2013) Inverted Pendulum Control for KAGRA Seismic Attenuation System 1 D2, Institute for Cosmic Ray.
Wind loading and structural response Lecture 19 Dr. J.D. Holmes
Example 4.4. No damper TMD at node 2 Tune to mode 1 modal mass =1.25 modal amplitude =1.0 Want equivalent modal damping = 0.1 Requires mbar =.065 The.
Monitoring Structural Response to Earthquakes using Wireless Sensor Networks Judith Mitrani June 18, 2002.
LIGO-G W Commissioning Data on Vibration Isolation & Suspensions Fred Raab 24 October 02.
212 Ketter Hall, North Campus, Buffalo, NY Fax: Tel: x 2400 Structural Control through Base Isolation.
Mechanical Vibrations Jeff Rhoads and Terry Ballinger MSU 2006.
Use of Advanced Technologies for Seismic Hazard Mitigation Keri L. Ryan Assistant Professor Civil and Environmental Engineering Utah State University.
Passive, Semi-Active and Active Suspension System
Naresh K. Chandiramani, Associate Professor
December 3-4, 2007Earthquake Readiness Workshop Seismic Design Considerations Mike Sheehan.
Model reduction of large-scale dynamical (mechanical) systems A. Antoulas, D. Sorensen, K. Gallivan, P. Van Dooren, A. Grama, C. Hoffmann, A. Sameh Purdue.
Project: Structural Seismic Process Simulation and Control under Multiple Ground Motions PI: Prof. Hongnan Li Dalian University of Technology, China Co-PI.
Comparative Study on Performances of Various Semiactive Control Algorithms for Stay Cables 2004 년도 강구조공학회 학술발표대회 2004 년 6 월 5 일 장지은, 한국과학기술원 건설 및 환경공학과.
MAGNETORHEOLOGICAL FLUIDS ADITYA RAMAKRISHNAN MEEN 3344 FALL 2004.
Structural Control: Overview and Fundamentals
Vibrations from blasting
Structural Dynamics & Vibration Control Lab 1 December Department of Civil & Environmental Engineering K orea A dvanced I nstitute of S cience.
Prototype Test of Vibration Isolation System Current Status & Schedule
조상원 * : 박사과정, 한국과학기술원 건설환경공학과 조상원 * : 박사과정, 한국과학기술원 건설환경공학과 정형조 : 교수, 세종대학교 토목환경공학과 정형조 : 교수, 세종대학교 토목환경공학과 박선규 : 교수, 성균관대학교 토목공학과 박선규 : 교수, 성균관대학교 토목공학과.
SEISMIC CONTROL OF BUILDINGS USING APPARENT MASS DAMPERS WITH ROTATIONAL AMPLIFYING MECHANISMS Assistant Prof. Ruifu Zhang Research Institute of Structural.
Earthquake Safety By: Victor Abravanel.
1 지진하중을 받는 구조물의 MR 댐퍼의 동특성을 고려한 반능동 신경망제어 Heon-Jae Lee 1), Hyung-Jo Jung 2), Ju-Won Oh 3), In-Won Lee 4) 1) Graduate Student, Dept. of Civil and Environmental.
Using GSA & Compos for dynamic and footfall analysis 1 Footfall induced vibration analysis using Compos Thomas Li (Software Technology Group)
Short Version : 13. Oscillatory Motion
RESEARCH: STRUCTURAL DYNAMICS Devices are installed in buildings to dissipate energy during a seismic event New devices dissipate energy using different.
Structural Dynamics & Vibration Control Lab. 1 Kang-Min Choi, Ph.D. Candidate, KAIST, Korea Jung-Hyun Hong, Graduate Student, KAIST, Korea Ji-Seong Jo,
Model Reduction of Dynamical Systems & Real-Time Control Ahmed Sameh Department of Computer Science Purdue University.
Hyung-Jo Jung Sejong University, Korea Hyung-Jo Jung Sejong University, Korea Kang-Min Choi Korea Advanced Inst. of Science and Tech. Kang-Min Choi Korea.
케이블 진동 감쇠를 위한 반능동 제어 장치 성능의 실험적 평가
Geoffrey W Rodgers, John B Mander, J Geoffrey Chase, Kerry J Mulligan,
Poster Design & Printing by Genigraphics ® The commissioning of the prototype BSC-ISI has discovered a large number of structural resonances.
Structural Dynamics & Vibration Control Lab., KAIST 1 Structural Vibration Control Using Semiactive Tuned Mass Damper Han-Rok Ji, Graduate Student, KAIST,
Structural Dynamics & Vibration Control Lab 1 Smart Passive System based on MR Damper for Benchmark Structural Control Problem for a Seismically Excited.
MA402 Mathematics for Mechanical Engineering
I can’t sit still….I got the hippy hippy shakes!.
CONTENTS Introduction Semi-Active Control Proposed Control Algorithm
MR 댐퍼를 기반으로 하는 스마트 수동제어 시스템 대한토목학회 정기 학술대회 2004 년 10 월 21 일 조상원 : KAIST 건설환경공학과, 박사 이헌재 : KAIST 건설환경공학과, 박사과정 오주원 : 한남대학교 토목환경공학과, 교수 이인원 : KAIST 건설환경공학과,
Part Two: Oscillations, Waves, & Fluids
APHY201 1/30/ Simple Harmonic Motion   Periodic oscillations   Restoring Force: F = -kx   Force and acceleration are not constant  
Torsion Pendulum Dual Oscillator (TorPeDO) David McManus, Min Jet Yap, Robert Ward, Bram Slagmolen, Daniel Shaddock, David McClelland.
Kang-Min Choi, Kang-Min Choi, Graduate Student, KAIST, Korea Hyung-Jo Jung Hyung-Jo Jung, Professor, Sejong National University, Korea In-Won Lee In-Won.
Vehicle Suspension Control part 1 Dr. Khisbullah Hudha.
Smart Passive System Based on MR Damper JSSI 10 th Anniversary Symposium on Performance of Response Controlled Buildings Nov , Yokohama Japan.
Standing Waves Resonance Natural Frequency LT S6-8.
Standing Waves Resonance Natural Frequency LT S6-8.
Vulnerable Structural Elements
Base Isolation. Conventional Construction Practice assumes Fixed Base Structures The Dynamic Characteristics of Fixed Base Structures are determined by.
Introduction to Waves. A wave is actually just a carrier of energy. Just like a Fireman in a bucket brigade. The fireman does not move, but the buckets.
Simple Harmonic Motion Waves 14.2 Simple Harmonic motion (SHM ) 14-3 Energy in the Simple Harmonic Oscillator 14-5 The Simple Pendulum 14-6 The Physical.
A SAMPLING OF BRIDGE PERFORMANCE CRITERIA BY MARK YASHINSKY, CALTRANS OFFICE OF EARTHQUAKE ENGINEERING Most bridge owners have adopted design criteria.
DISCOVERY IN THE ENGINEERING SIDE
Basics Of Seismic Vibration Control
Waves Unit 8.
UEE Seminar Series Distinguished Speakers’
Chapter 11 Vibrations and SHM.
STUDY ON A SEISMIC ENERGY DISSIPATION HYDRAULIC DEVICE
Types of Waves Foldable
Swings.
Examples of Semi-Active Structures
Computational Elements of Robust Civil Infrastructure
Chapter 15 Oscillations In this chapter we will cover the following topics: Displacement, velocity and acceleration of a simple harmonic oscillator Energy.
Ch. 12 Waves pgs
ME321 Kinematics and Dynamics of Machines
LECTURE 1 – FUNDAMENTAL OF VIBRATION
Chapter 15 Oscillations In this chapter we will cover the following topics: Displacement, velocity and acceleration of a simple harmonic oscillator Energy.
The conceptual basis for skyhook control
Presentation transcript:

Examples of Semi-Active Structures Building Control Mechanism Damping Fr., Effective Damper Mass. CN Tower, Toronto (533m). Passive Tuned Mass Damper John Hancock Bldg, Boston (244m). Two Passive Tuned Dampers 0.14 Hz, 2 x 300t, 4% damping ratio Sydney Tower (305m) Passive Tuned Pendulum 0.1, 0.5Hz, 220t Rokko Island P&G, Kobe (117m) 0.33 – 0.62Hz, 270t Yokohama Landmark Tower (296m) Active Tuned Mass Dampers (2) 0.185Hz, 340t Shinjuku Park Tower, Tokyo (227m) Active Tuned Mass Dampers (3) 330t TYG Building, Atsugi (159m) Tuned Liquid Dampers (720) 0.53 Hz, 18.2t Engineering Structures, Vol. 17, No. 9, Nov. 1995.

Passive Control: Base Isolation Base isolation is a mature technology, commonly used in bridges. Pictured left is a base isolator in use on a building at the Kajima Research Facility. Pictured on the right are base isolators used in a viaduct in Nagoya. These structures rely on (passive) base isolation to control the structure in the event of ground motion (Picture credits Steven Williams).

Multistep Pendulum Dampers The Yokohama Landmark Tower, one of the tallest buildings in Japan relies on multistep pendulum dampers (2) to damp dominant vibration mode of 0.185 Hz. Pictured on the right is a model of the pendulum (Picture credits Steven Williams). .

Examples: Active Mass Damper in the Kyobashi Seiwa Building An Active Mass Damper consists of a mass whose motion (displacement, velocity, acceleration) is controlled, in this case, by a turn-screw actuator. Eigenvalue analysis of the structure shows that the dominant vibration mode is in transverse direction with a period of 1.13 s. and second eigenvalue in the torsional direction with a period of 0.97s. The two-mass active mass damper damps these two modes (Picture courtesy BolognaFiere).

Passive / Semi-Active Fluid Dampers Pictured left is a passive fluid damper with bottom casing containing the bearings and oil used to absorb seismic energy. Pictured right is a semiactive damper with variable orifice damping (Picture credits Steven Williams).

The Future: Fine-Grained Active Control. A new class of active dampers based on Magnetorheological Fluids (fluids capable of changing their viscosity characteristics in milliseconds, when exposed to magnetic fields, courtesy Lord Corp.), coupled with considerable advances in sensing and networking technology, present immense potential for fine-grained real-time control for robust structures. These control mechanisms render structures resilient to explosions and failures due to anomalous conditions such as high-temperature, in addition to traditional hazards such as high winds and earthquakes.

Active Control: Emerging Frontiers The Dongting Lake Bridge is being retrofitted with MR dampers to control wind-induced vibration (picture source: Prof. Y. L. Xu, Hong Kong Poly.)