NEESR-CR: Design of soil and structure compatible yielding to improve system performance [CoSSY] Team Meeting 14 October 2009 Kutter, Hutchinson, Aschheim,

Slides:



Advertisements
Similar presentations
1 LESSLOSS Sub Project 7 Techniques and Methods for Vulnerability Reduction Barcelona 18 th May 07 – Lisbon 24 th May 07 LESSLOSS Dissemination Meeting.
Advertisements

Seismic Performance Modeling of Reinforced Concrete Bridges
Chp12- Footings.
Reinforced Concrete Design-8
Lecture 33 - Design of Two-Way Floor Slab System
Development of Self-Centering Steel Plate Shear Walls (SC-SPSW)
Project #4 Energy Dissipation Capacity of a Wood-frame Shear Wall CEE Numerical Analysis.
Example Effects of NEES Research on Structural Design Practice Bill Holmes Rutherford + Chekene San Francisco March 3, NEES Governance Board Workshop.
STESSA 2012 Santiago, Chile Design Considerations for Braced Frames With Asymmetrical Friction Connections - AFC By J. Chanchi, G.A. MacRae, J.G. Chase,
Hybrid Simulation with On-line Updating of Numerical Model based on Measured Experimental Behavior M.J. Hashemi, Armin Masroor, and Gilberto Mosqueda University.
Caltrans Guidelines on Foundation Loading Due to Liquefaction Induced Lateral Spreading Tom Shantz, Caltrans 2010 PEER Annual Meeting.
ADSC/CALTRANS CIDH Pile Workshop Spring Overview of Structural Design and Detailing of Large Diameter Drilled Shafts (Caltrans Practice) Amir M.
Performance-based Evaluation of the Seismic Response of Bridges with Foundations Designed to Uplift Marios Panagiotou Assistant Professor, University of.
Seismic Design Guidelines for Tall Buildings Ronald O. Hamburger Senior Principal Simpson Gumpertz & Heger Inc. Quake Summit 2010 October 8, 2010.
Patricia M. Clayton University of Washington
Utilizing Steel Plate Shear Walls for Seismic Hazard Mitigation
Seismic Performance of Dissipative Devices Martin Williams University of Oxford Japan-Europe Workshop on Seismic Risk Bristol, July 2004.
Shake Table Testing of a Large Scale Two Span R-C Bridge Univ. of Washington *PI: Marc Eberhard Co-PI: Pedro Arduino Co-PI: Steven Kramer RA: Tyler Ranf.
CEE Capstone II Structural Engineering
Section 2.1 Overview Types of NL Models Inelastic Model Attributes
Nonlinear response- history analysis in design practice RUTHERFORD & CHEKENE November 2007 Joe Maffei.
Chapter 5: Project Scope Management
Colorado State University
Structural Response to Tsunami Loading The Rationale for Vertical Evacuation Laura Kong IOC ITIC Ian Robertson University of Hawaii at Manoa Harry Yeh.
SOIL, GEOTECHNICAL ENGINEERING AND FOUNDATION ENGINEERING
Literature Review on Compatible Soil Structure Yielding by Weian Liu
Commercial Foundations
COLUMNS. COLUMNS Introduction According to ACI Code 2.1, a structural element with a ratio of height-to least lateral dimension exceeding three used.
Preliminary Investigations on Post-earthquake Assessment of Damaged RC Structures Based on Residual Drift Jianze Wang Supervisor: Assoc. Prof. Kaoshan.
SHEAR IN BEAMS. SHEAR IN BEAMS Introduction Loads applied to beams produce bending moments, shearing forces, as shown, and in some cases torques. Beams.
Liquefaction Analysis For a Single Piled Foundation By Dr. Lu Chihwei Moh and Associates, Inc. Date: 11/3/2003.
Incremental Dynamic Analyses on Bridges on various Shallow Foundations Lijun Deng PI’s: Bruce Kutter, Sashi Kunnath University of California, Davis NEES.
GW Rodgers, C Denmead, N Leach, JG Chase & John B Mander
Greg Deierlein, Paul Cordova, Eric Borchers, Xiang Ma, Sarah
Reference Manual Chapter 9
Task 3—Development and verification of simplified design tools Juan Vargas – Junior in Civil Engineering – Vice President SCU SHPE Mark Aschheim – Professor,
NEESR: Near-Collapse Performance of Existing Reinforced Concrete Structures Presented by Justin Murray Graduate Student Department of Civil and Environmental.
Static Pushover Analysis
Reinforced Concrete Design
Lecture 2 - Fundamentals. Lecture Goals Design Process Limit states Design Philosophy Loading.
NEES Facilities Used: University of Nevada, Reno University of Illinois, Champaign-Urbana INTRODUCTION Bridge columns are subjected to combinations of.
TOPICS COVERED Building Configuration Response of Concrete Buildings
Opportunities for NEES Research Utilization Robert D Hanson Professor Emeritus University of Michigan.
Earthquake Resistant Design Philosophy and Approach in New Zealand Donald Kirkcaldie Earthquake Resistant Design Philosophy and Approach in New Zealand.
Weian Liu 3. Research Interest Soil Structure Interaction Seismic Analysis and Design of Bridge Structures Earthquake Engineering and Structural Dynamics.
Feb 23, Agenda We have 1.5 hrs, so lets tentatively plan to limit each topic to about 20 minutes. A) in-person mtg April - Bruce to work on draft.
University of Palestine
1 NEESR Project Meeting 22/02/2008 Modeling of Bridge Piers with Shear-Flexural Interaction and Bridge System Response Prof. Jian Zhang Shi-Yu Xu Prof.
An-Najah Nationa Unuversity Faculty Of Engineering Civil Engineering Department Nablus-Palestine Foundation Design of Multy story building Suprevisors:
Tall Building Initiative Response Evaluation Helmut Krawinkler Professor Emeritus Stanford University On behalf of the Guidelines writers: Y. Bozorgnia,
Seismic of Older Concentrically Braced Frames Charles Roeder (PI) Dawn Lehman, Jeffery Berman (co-PI) Stephen Mahin (co-PI Po-Chien Hsiao.
Presented by: Sasithorn THAMMARAK (st109957)
Overview of the “Recommended LRFD Seismic Design Specifications for Highway Bridges” Ian M. Friedland, P.E. Bridge Technology Engineer Federal Highway.
Villanova University Dept. of Civil & Environmental Engineering CEE 3704 Statistical and Numerical Analysis 1 Group Project #2 Energy Dissipation Capacity.
Adaptive Nonlinear Analysis as Applied to Performance based Earthquake Engineering Dr. Erol Kalkan, P.E. United States Geological Survey TUFTS, 2008.
Greg Deierlein, Paul Cordova, Eric Borchers, Xiang Ma, Alex Pena,
Engineering Design: Bridge Building Michael Starr 1, Tamara Jonson 2 1 College of Engineering, University of Cincinnati, Cincinnati OH; 2 Withrow University.
SCHEDULE 8:30 AM 10:30 AM Session I 11:00 AM Break 12:15 PM Session II 1:30 PM Lunch 2:45 PM Session III 3:15 PM 4:30 PM Session IV.
BASICS OF DYNAMICS AND ASEISMIC DESIGN
University of Illinois Contribution Amr S. Elnashai Sung Jig Kim Curtis Holub Narutoshi Nakata Oh Sung Kwon Seismic Simulation and Design of Bridge Columns.
Controlled Rocking of Steel Braced Frames
ACI Committee 341-C State-of-the-Art Summary Seismic Evaluation and Retrofit Techniques for Concrete Bridges.
Review of Indian Seismic Codes
Seismic analysis of Bridges Part II
Seismic Waves Large strain energy released during an earthquake
Th 11 International Conference on Earthquake Resistant Engineering Structures Protection of Masonry Housing in High Seismic Zones with Low-Cost Rubber.
Christopher R. McGann, Ph.D. Student University of Washington
Assessment of Base-isolated CAP1400 Nuclear Island Design
Earthquake resistant buildings
SEISMIC BEHAVIOR OF MICROPILE SYSTEMS
Presentation transcript:

NEESR-CR: Design of soil and structure compatible yielding to improve system performance [CoSSY] Team Meeting 14 October 2009 Kutter, Hutchinson, Aschheim, Kunnath, co-PI’s Hakhamaneshi, Liu, Vargas, grad students Moore, Martin, Mejia, Mar, Comartin, Browning, TTT

OUTLINE Background – system concepts, design concepts for bridges. Modeling footing rocking NEESR project – Goals and approach, Fundamental research questions EOT Centrifuge Modeling (Task 1) Discuss goals of meeting: Consensus and confidence in direction on goals, approach and resesarch questions.

(a) fixed-fixed (b) fixed-hinged (c) fixed-rocking; (d) hinged-rocking Work for Caltrans: Idealized failure mechanisms (b) Seismic load Plastic hinges (d) Plastic hinges Column is protected by rocking isolation in case (d) (a) (c)

Caltrans SDC: “foundation components shall be designed to remain essentially elastic when resisting the plastic hinging moments”. Destroyed columns from 1995 Kobe earthquake Inspectable, controllable with proper reinforcing, but catastrophic results if ductility capacity is exceeded.

There is a critical (minimum) contact length, Lc, required to support the vertical load, V. Moment capacity (from equilibrium) is Define A c = L c B where B = footing width note A c /A = L c /L for 1-D loading L c /L << 1 for typical bridge foundations.  M o,ult is insensitive to L c /L Definitions and basic concepts

Container and Test Setup (Slow Cyclic)

Ugalde movie

Moment-rotation-settlement behavior of rocking foundation from slow cyclic tests L/Lc = 2.2L/Lc = 3 L/Lc = 3.8L/Lc = 12

9 Numerical simulation Black: qz gapping spring; Green: non-gapping spring (control settlement); Red: Elastic perfect plastic springs (side friction) Phase 1: A 2-D beam-on-nonlinear-Winkler foundation (BNWF) model was developed to verify JAU01 tests. Numerical calibration of JAU01 tests

Bridge System Concepts

Small footing Large footing Centrifuge test configuration

LJD02_15 event: Gazli 2.0 Column moment (kN*m) Footing Rotation (%)Column Rotation (%) Small- footing bridge Large- footing bridge Footing moment (kN*m)

Critical plots of LJD02_15 event: Gazli 2.0 Rotation (%) Settlement (cm) Rotation (%) Settlement (cm) Small-footing bridge Large-footing bridge

Systems with small footings may perform better than systems with large footings – drift, ductility demand on columns Rocking foundations provide – Self-centering tendency – Non-degrading moment capacity – Isolation mechanism – Energy dissipation Difficult aspect of the problem: How to evaluate settlement (or uplift) associated with rocking. Learned from experiments

Draft Design Procedure for Bridges with Rocking Foundations 1.Determine design ground motions, site conditions, design spectra. 2.Determine superstructure information, geometry, dead loads and live loads, abutment constraints. 3.Estimate distribution of dead load on footings. 4.Size footings based on settlement considerations. FS(bearing failure) >~10 and “yield acceleration”. 5.Preliminary column design: sized to make their moment capacity greater than the footing moment capacity. 6. Confirm that drift and settlement do not violate serviceability limits in Functional Evaluation Earthquake. If drift is too large increase “yield acceleration” 7. No collapse in Maximum Considered Earthquake. 8. Check distribution of dead load on the footings (assumption in step 3). 9. Final design of columns

NEESR-CR: Design of soil and structure compatible yielding to improve system performance [CoSSY ???] And finally back to our NSF NEESR project

(1) Technical Goals and Approach Goal: Learn how to (account for/take advantage of) complementary yielding and energy dissipation of geotechnical and structural components of building systems with due consideration of practicality, constructability, and life-cycle costs. Team: A multidisciplinary team of structural, geotechnical, academic and practicing engineers is needed to perform this work. Academic Approach: Numerical simulation of varying complexity will be performed. Experiments will be specifically designed to test assumptions and uncertainties in numerical simulations of yielding soil-foundation- structure systems. Research will be driven by specific “Research Questions”

Building system concepts Figure 2.8: Shear Wall and Frame Example (after ATC, 1997b)

(2) Procedures for analysis of complementary soil-structure yielding Opensees 1 – dual systems (wall-frame- rocking foundation) – Fiber models for beams, columns, walls…….. – Winkler models of footings. Opensees 2- hypothetical simplistic building systems (few DOF) – Beams with hinges – Winkler models of footings. Nonlinear spectral approaches – 1 or 2 DOF – Bilinear, trilinear, Bispec, or MatLab Design codes/guidelines

(3.1) Research Questions/Goals 1 Compare simple system with rocking footing to one with yielding column – Show that the magnitude of drift demand depends primarily on the “yield acceleration” for both systems Overcome unreasonable fear of tip-over – Show that rocking foundations are superior in some respects (re-centering, energy dissipation, ductility, ….) – Show that pushover behavior of rocking system is as good as system with yielding column. 2 How should we characterize the “period” of a rocking system for spectral analysis methods? – Equivalent linear (secant stiffness) – Tangent stiffness just before yield occurs – Trilinear system (K1 and K2)

(3.2) Research Questions/Goals 3. Is the existing information sufficient for development of procedures to predict settlement of rocking footings. Small FS v Large FS v Settlement per cycle, s/L Uplift, -s/L Half Amplitude of Rotation (radians)

(3.3) Research Questions/Goals 4. If settlement or drift is excessive, can we – mediate settlement with ground improvement while still maintaining benefits of rocking system. – Design structure to accommodate more settlement 5. What are acceptable performance limits? Do we need to rethink performance criteria for CoSSY systems?

(3.4) Research Questions/Goals 6. Is it better to force yielding in one system or another (footing rocking vs ductile beam hinges), or is it better to take advantage of ductility capacity of both? – Answer may depend on whether systems are parallel or series. Parallel system Series system

(3.5) Research Questions/Goals 7. Does vertical acceleration help or hurt? 8. How to quantify and parameterize the problems of series and parallel nonlinear MDOF systems? 9. Does the system become chaotic under some conditions? Can these circumstances be avoided?

(3.6) Research Questions/Goals 10. Which of the above can be answered by numerical simulations, and which require experimental validation? 11. Which of the above questions is the most fundamental? 12. Is “CoSSY” the best acronym? Send me alternatives soon!

(4) EOT E1. Recruit new engineers – Invite MESA student from local community colleges to “Intro to Civil Engr Day” at Davis; Summer support to one attendee from community college. – Participate in MSE Transfer Day at UC Davis – Leverage UCSD MESA programs E2. Small workshop at end of 2011 – refocus final year efforts. E3. Webinars: One per year, lunchtime – TTT to help recruit participants, announced through NEES, EERI – SEAOC meeting presentations (video tape the presentations and archive with power point slides)

Centrifuge Testing (Task 1) 6 tests proposed – approx 4 to 6 months per experiment (a)conceptual design, (b) detailed design, (c) construction, (d) testing, (e) data analysis, (f) documentation and data archiving, (g) theoretical analysis, (h) applied analysis, and (j) synthesis tasks.

Isolated footing tests (2 expts?) Identify limits on applicability of concepts presented in proposal. Softer soil than we have used in past experiments Ground remediation to control settlement and re-centering Water table and cyclic softening of the soil? Each experiment might have 6 “SDOF” structures

Centrifuge Models of Soil-Foundation- Structure Sytems (4 expts?) Data on system behavior is totally lacking TTT to help select the prototype scenarios Each “experiment” (model container) may have 2 simple and one complex structural system Vertical excitation in last system test, perhaps.

Possible model container 1 – several simple 2DOF - series systems w K1, ay1 K2, ay2 h1 h2 L K1, ay1 K2, ay2 h1 h2 L K1, ay1 K2, ay2 h1 h2 L K1, ay1 K2, ay2 h1 h2 L w w w Decide which parameters to vary through numerical analysis. But initial idea is to vary the critical parameters (ay1/ay2 or K1/K2 and m1/m2 could be systematically varied by numerical analysis,and any peculiar or counterintuitive results could be tested in experiments.

Need consensus of PI’s and TTT (1) Consensus/motivation on Technical Goals and Approach (2) Can we (and if so how?) distribute responsibility for the four (or more) “Procedures for analysis of complementary soil-structure yielding” amongst different members of the team? (3) Are there other “research questions”? Can they be stated better? Can we start strategizing on how to answer the question(s)?

Literature Review What two papers/documents do you (TTT, PI’s, students) highly recommend for others on the team to read? – one by you and – one by others We will post them on NEEScentral and make available to whole team.

Technology Transfer Team (TTT) – from proposal The team will: – brainstorm and develop concepts of prototype buildings. – synthesize the results from each series of tests and guide the evolution of plans for subsequent tests – review and contribute to reports and documents describing the simulations, experiments, results, and conclusions, – participate in a 1-day workshop in year 3, and – use the information learned during this collaboration to help guide their on-going efforts to revise and update building codes and guidelines such as the aforementioned IT 3 guidelines for NEHRP provisions.

Agenda 1:00 Bruce: Overall Goals, Task 1 (centrifuge testing) (30 min) Tara: concepts for designing small scale realistic bldgs and description of task 2 (15 min). Pretest modeling in opensees. Mark: Task 3 (Development and verification of simplified design tools). Inelastic spectra for rocking systems. New way of characterizing ground motion. (15 min) Sashi: ground motion selection for sim and exp., significance of vertical shaking in last system test, (15 min) Discussion (15 min) 2:30 Break and Tour of facility (30 min) 3:00 Technology Transfer team input (5 min each) – priorities, cautions, what can project accomplish to help code development progress – TT members describe how they could help project be effective 4:00 Bruce: Project Schedule and next meetings

Lelio led discussion Dry sand does not degrade, imortant to evaluate degrading soils, e.g., clay with pore pressure build up. Determining the effect of the shape of the hysteresis on response. Critical mechanism is p-delta. Question 6. Is it better to force yielding in one system or the other? Lelio – it depends on which system we can control. It is important that we do not over- “sell” the research. Let it speak for itself, but make sure to clearly and objectively communicate results to people that might use it.

David led discussion Moment frames with lots of hinges are expensive Need to counter concern that uncertainty in moment capacity of a footing is small (M=VL/2) Grade beams etc - accidental overstrength needs to be considered. Danger is weak soil where you get a compression failure; analogy with reinforced concrete, small L/Lc soil is like overreinforced concrete.

David led discussion How do I get design parameters? Response characteristics – consider ground displacement. Strength is the main factor that controls response at large deformation. The mechanism (rocking vs plastic hinge) is not so important. Size of footing is advantage over columns Discussion of flag vs full hysteresis. Suggested that flag is preferred due to recentering characteristics, even though full loops dissipate more energy. Would trade energy absorption for centering. Perhaps this is a good topic for a numerical study. Radiation damping will also contribute, to energy dissipation and it is most significant for smaller deformations and large L/Lc ratios.

Craig led discussion Recommended reading – FEMA 440A ATC 62 degrading response. – FEMA 440 – chapter from Jon Stewart on kinematic interaction, embedment effects and radiation Damping Vertical Excitation is something we should look into, but gut feeling is that it is not the most important paramter. We cannot always think that our research speaks for itself. Practice is competitive, and trying new things takes time. It is important to present the results in accessible terms that practitioners are used to seeing. Use the vernacular of practitioners to make it easier for them to adopt in the competitive engineering environment.

Mark led discussion General perception of engineers is that we know structures better than we actually do. – A hinge is a hinge is a hinge – system thinking naturally follows. – Rocking is “poor man’s base isolation” People are now embracing rocking – Recognized at NEHRP – Recognizing it in concert with structural yield. – There is move afoot; it is saving columns BART. Think on component level first, it is important to demonstrate that we have an good understanding of component behavior.

Mark led discussion Maybe we are making the job harder by worrying too much about settlement. – Need to package the method of calculating the settlement. – Possibly we are worrying about a second order effect; engineers do not now explicitly consider second order damage due to column hinging – Don’t make it too hard. People hang hat on the permanent displacement to avoid use of rocking Allowable settlements/movements – Design Basis EQ: a couple inches (may be different for rocking structures?) – Serviceability EQ: half an inch (new structures are meant to protect contents)

Mark led discussion Overstrength of rocking foundations needs to be considered for rocking systems. – overpour engaging another footing, grade beams, slab on grade may result in rocking footing to be stronger than desired for optimal performance It is getting to the point that we can form a team to contribute to ASCE 41. – But ASCE is very prescriptive. – ATC has this on this list. Terminology is important – “foundation hinge” may be preferred over “rocking foundation” or “foundation yielding”