Masoud Asadzadeh 1, Masoud Asadzadeh 1, Saman Razavi 1, Bryan Tolson 1 David Fay 2, William Werick 3, Yin Fan 2 2- Great Lakes - St. Lawrence Regulation.

Slides:



Advertisements
Similar presentations
LOGO Bangkok, May 2009 Water Resources Management in Ba River Basin under Future Development and Climate Scenarios Presented by: Nguyen Thi Thu Ha Examination.
Advertisements

Hadi Goudarzi and Massoud Pedram
Ispd-2007 Repeater Insertion for Concurrent Setup and Hold Time Violations with Power-Delay Trade-Off Salim Chowdhury John Lillis Sun Microsystems University.
4 th International Symposium on Flood Defence Generation of Severe Flood Scenarios by Stochastic Rainfall in Combination with a Rainfall Runoff Model U.
Developing the Self-Calibrating Palmer Drought Severity Index Is this computer science or climatology? Steve Goddard Computer Science & Engineering, UNL.
Evaluating Potential Impacts of Climate Change on Surface Water Resource Availability of Upper Awash Sub-basin, Ethiopia rift valley basin. By Mekonnen.
Developing Multi-Lake Regulation Plans for the Great Lakes through Multi-Scenario Optimization Saman Razavi, Bryan A. Tolson, and Masoud Asadzadeh Dept.
All Hands Meeting, 2006 Title: Grid Workflow Scheduling in WOSE (Workflow Optimisation Services for e- Science Applications) Authors: Yash Patel, Andrew.
Results Authors Conclusions Conclusions Systems Model Research Objective Model Formulation Model Application Abstract More Results Systems Modeling to.
Effects of Climate Change on Natural and Regulated Flood Risks in the Skagit River Basin and Prospects for Adaptation Se-Yeun Lee 1 Alan F. Hamlet 2,1.
The Min-Max Split Delivery Multi- Depot Vehicle Routing Problem with Minimum Delivery Amounts X. Wang, B. Golden, and E. Wasil INFORMS San Francisco November.
ICNP'061 Benefit-based Data Caching in Ad Hoc Networks Bin Tang, Himanshu Gupta and Samir Das Computer Science Department Stony Brook University.
Monroe L. Weber-Shirk S chool of Civil and Environmental Engineering AguaRed.
31 DECEMBER VARIABLE FLOOD CONTROL DRAFT FOR LIBBY RESERVOIR U.S. Army Corps of Engineers Northwestern Division, North Pacific Region.
Presentation to the Workshop Climate Change and Great Lakes Water Levels March 30, 2001 Chicago, Illinois Gerald E. Galloway, Jr., P.E., Ph.D. International.
1 of 14 1 / 18 An Approach to Incremental Design of Distributed Embedded Systems Paul Pop, Petru Eles, Traian Pop, Zebo Peng Department of Computer and.
1 Algorithms for Bandwidth Efficient Multicast Routing in Multi-channel Multi-radio Wireless Mesh Networks Hoang Lan Nguyen and Uyen Trang Nguyen Presenter:
Reservoir and Diversion Data CBRFC Stakeholder Forum July 31, 2012.
Preliminary Analysis of the SEE Future Infrastructure Development Plan and REM Benefits.
Hood River Basin Study Water Resources Modeling (MODSIM) Taylor Dixon, Hydrologist February 12, 2014.
1 Assessment of Imprecise Reliability Using Efficient Probabilistic Reanalysis Farizal Efstratios Nikolaidis SAE 2007 World Congress.
Reclamation Mid-Term Operational Modeling Seasonal to Year-Two Colorado River Streamflow Prediction Workshop CBRFC March 21-22, 2011 Katrina Grantz, PhD.
Simulating the future climate of the Great Lakes using Regional Climate Models Frank Seglenieks Boundary Waters Issues Unit, MSC Methods of Projecting.
Eduardo Mondlane UniversityInstitute for Water Resource, Rhodes University PhD Proposal-Progress Agostinho Vilanculos Supervisors: - Prof. Denis Hughes.
Dr. David Ahlfeld Professor of Civil and Environmental Engineering The Westfield River Basin Optimization Model Demonstration:
Wastewater Collection System Optimization An Innovative Approach to Capital Improvement Planning COPYRIGHT – OPTIMATICS PTY LTD
Background:Project Background * Work Statement * Relevance Study Area Methodology:Past Studies Data Preparation *? Actual Data Adjustments * Modeling Procedure.
Masoud Asadzadeh, Bryan A. Tolson, A. J. MacLean. Dept. of Civil & Environmental Engineering, University of Waterloo Hydrologic model calibration aims.
Modified SWAT Model for Cold Climate of Canada Rouge River Modified SWAT Model for Cold Climate of Canada Application: Rouge River Watershed Masoud Asadzadeh.
MVS Mainstem Forecast Model Update: NETMISS2 by Joel Asunskis, P.E. Hydraulic Engineer, St. Louis District Water Control U.S. Army Corps Of Engineers October.
ESET ALEMU WEST Consultants, Inc. Bellevue, Washington.
Energy-Aware Scheduling with Quality of Surveillance Guarantee in Wireless Sensor Networks Jaehoon Jeong, Sarah Sharafkandi and David H.C. Du Dept. of.
Climate: Outlook and Operational Planning Jayantha Obeysekera (’Obey’), Ph.D.,P.E.,D.WRE Department Director Hydrologic & Environmental Systems Modeling.
Stochastic Linear Programming by Series of Monte-Carlo Estimators Leonidas SAKALAUSKAS Institute of Mathematics&Informatics Vilnius, Lithuania
1 Restoring Water Levels on Lakes Michigan-Huron: Impact Analysis IUGLS Study Board Meeting Windsor, ON Nov 30, 2010 Bryan Tolson 1 Masoud Asadzadeh Saman.
What makes a good plan better?.  Board decision criteria  Navigation benefits  Hydropower benefits.
Hydro Power 102. Hydroelectric Models in the Northwest.
Regularity-Constrained Floorplanning for Multi-Core Processors Xi Chen and Jiang Hu (Department of ECE Texas A&M University), Ning Xu (College of CST Wuhan.
Euro-Par, A Resource Allocation Approach for Supporting Time-Critical Applications in Grid Environments Qian Zhu and Gagan Agrawal Department of.
1 A New Algorithm for Water Distribution System Optimization: Discrete Dynamically Dimensioned Search (DDDS) EWRI 2008 May 12, 2008 Dr. Bryan Tolson 1.
A Dynamic Interval Goal Programming Approach to the Regulation of a Lake-River System Raimo P. Hämäläinen Juha Mäntysaari S ystems Analysis Laboratory.
Vulnerability and Adaptation of Water Resources to Climate Change in Egypt Dr. Dia Eldin Elquosy
A MANAGEMENT SYSTEM FOR OPTIMIZING OPERATING RULES OF MULTIPURPOSE RESERVOIRS ALLOWING FOR BOTH EXTREME FLOODS AND ECOLOGICAL PERFORMANCE 4 th International.
James VanShaar Riverside Technology, inc
Introduction 1. Climate – Variations in temperature and precipitation are now predictable with a reasonable accuracy with lead times of up to a year (
Modeling Development CRFS—Technical Meeting November 14, 2012.
Assessing the Impact of Alternative Pipe Groupings on Multi-Objective Water Distribution Network Masoud Asadzadeh Bryan Tolson.
Kanpur Genetic Algorithms Laboratory IIT Kanpur 25, July 2006 (11:00 AM) Multi-Objective Dynamic Optimization using Evolutionary Algorithms by Udaya Bhaskara.
DIVERSITY PRESERVING EVOLUTIONARY MULTI-OBJECTIVE SEARCH Brian Piper1, Hana Chmielewski2, Ranji Ranjithan1,2 1Operations Research 2Civil Engineering.
1 Multi-Objective Portfolio Optimization Jeremy Eckhause AMSC 698S Professor S. Gabriel 6 December 2004.
1 Iterative Integer Programming Formulation for Robust Resource Allocation in Dynamic Real-Time Systems Sethavidh Gertphol and Viktor K. Prasanna University.
NON-TREATY STORAGE AGREEMENT “Introduction to Operations and the Non Treaty Storage Scenarios” Presenter: Jim Gaspard.
Target Releas e Component 1 Component 3 Baseline Flow Component 2 Design a regulation plan for Lake Superior that:  is easily interpretable (piecewise.
Multi-objective Optimization
Linear Programming and Applications
Lake Superior Regulation Hydroclimate needs January 11, 2011.
Euro-Par, HASTE: An Adaptive Middleware for Supporting Time-Critical Event Handling in Distributed Environments ICAC 2008 Conference June 2 nd,
Structural & Multidisciplinary Optimization Group Deciding How Conservative A Designer Should Be: Simulating Future Tests and Redesign Nathaniel Price.
Characterizing Processors for Energy and Performance Management Harshit Goyal and Vishwani D. Agrawal Department of Electrical and Computer Engineering,
Modeling with WEAP University of Utah Hydroinformatics - Fall 2015.
1 2 Linear Programming Chapter 3 3 Chapter Objectives –Requirements for a linear programming model. –Graphical representation of linear models. –Linear.
Marilyn Wolf1 With contributions from:
5th Shire River Basin Conference 22 February 2017 Shire River Basin Management Project Shire Basin Planning Tool Sub-Component A1 Development of a.
(April, 2001-September, 2002) JISAO Climate Impacts Group and the
Change in Flood Risk across Canada under Changing Climate
Masoud Asadzadeh Bryan Tolson Robert McKillop
Masoud Asadzadeh Bryan A. Tolson University of Waterloo
Raimo P. Hämäläinen Juha Mäntysaari
An Adaptive Middleware for Supporting Time-Critical Event Response
A New multi-objective algorithm: Pareto archived dds
Presentation transcript:

Masoud Asadzadeh 1, Masoud Asadzadeh 1, Saman Razavi 1, Bryan Tolson 1 David Fay 2, William Werick 3, Yin Fan 2 2- Great Lakes - St. Lawrence Regulation Office, Meteorologial Service of Canada, Environment Canada 1- Department of Civil and Environmental Engineering, University of Waterloo 3- Werick Creative Solutions

Outline Introduction Methodology  Rule Curve Form  System Simulation/Evaluation  Optimization Algorithm Results and Discussions Conclusions 2

3

4 Objectives Develop a rule curve for Lake Superior Outflow  Preforms better than the current plan (Plan 1977A)  Respect the structural outflow constraints  Consider the storage conditions upstream and downstream  Parameterize the Lake Superior outflow Optimize the system performance by automatically calibrating the rule curve parameters  Utilize the most accurate simulation of the system  Consider multiple future climate conditions in the form of NBS

5 Beginning of Period Lake Superior Surface Elevation (m) a 1 b d c ef ExcessShortage a ≥ b d ≥ c 1 1 g h Beginning of Period Level MH Surface Elevation (m) Excess Shortage 22 2 (seasons) x 11 (a, b, …, j, Baseline Flow) = i j Beginning of Period Level ER Surface Elevation (m) Excess Shortage

6 System Simulation/Evaluation CGLRRM, Co-ordinated Great Lakes Regulation and Routing Model (Fortran executable) SP, Shoreline Protection (Microsoft Excel) SVM, Shared Vision Model (Microsoft Excel)  Commercial Navigation, Hydropower Generation, and Shoreline Protection benefits/costs relative to Plan 1977A  Criteria satisfaction/violations checks

7 Criteria (IUGLS) Lake Superior Levels  Highest level: m  Lowest level: m Lake Michigan-Huron Levels  Highest level: 77A  Lowest level: 77A  Average 2% high levels: 77A  Average 2% low levels: 77A

8 Selected NBS Scenarios (from stochastic NBS) The 109-year period Stationary HI Historical From Historical recorded NBS, adjusted to current demands and diversions. This sequence has as many as 7 consecutive years above, and 7 consecutive years below average NBS. Uncertain Change HM highest Michigan-Huron levels Based on current climate, but highest Michigan-Huron levels, with a great range between wettest and driest years. LM lowest Michigan-Huron levels Based on current climate, but creates the lowest Michigan-Huron levels while still producing a maximum level greater than historical. Includes 14 consecutive years of below average NBS. Change to Drier Period LS lowest Lake Superior level Based on current climate, but produces the lowest Lake Superior level in entire stochastic simulation. Change to Wetter Period HS highest Lake Superior level Current climate, average NBS close to historical NBS, but with the highest Lake Superior level. Its wettest portion comes early in the simulation, as would be expected if recent dry NBS forecast a reversal to wet conditions.

9 Modified Criteria Lake Superior Levels  Highest level: max( m, 77A)  Lowest level: min( m, 77A) Lake Michigan-Huron Levels  Highest level: 77A  Lowest level: 77A  Average 2% high levels: 77A  Average 2% low levels: 77A

10 Problem Formulation Optimize Criteria-Based Objective

11 Problem Formulation Optimize Benefit-Based Objective  Navigation, Hydropower, Shoreline Protection Sectors

Expected Solution F G 12 F F: Being Maximized Positive value: Benefits for Commercial Navigation, Hydropower Generation and Shoreline Protection across all 5 NBS scenarios G G: Being Maximized Positive value: No criteria Violation in any of the 6 criteria across all 5 NBS scenarios

Optimization Algorithm: PA-DDS Perturb current ND solution Update ND solutions Continue? STOP New solution is ND? Pick the New solution Pick a ND solution Initialize starting solutions Y N Create ND-solution set Y N 13

Simulation-Optimization Components 14 MATLAB: Solution Generation, preliminary Lake Superior Outflow Simulation Runtime < 1 sec/solution CGLRRM: Upper Great Lake Simulation by MATLAB results Runtime ~= 10 sec/solution MS Excel: Shared Vision Model Runtime ~= 20 sec/solution MS Excel: Shoreline Protection Runtime > 200 sec/solution 64-bit Intel ® Core i7™ 2.80 GHz with 12 GB of Ram

Model Pre-emption 15 F G 0 Scenario1 simulation Scenario2 simulation Scenario3 simulation Scenario4 simulation Scenario5 simulation Objective Function Calculation

Pareto Approximate Front Pareto Approximate Front (20,000 solutions eval.) 16 Benefit Selected Solution for further evaluations Raw sum of benefits and costs

Selected Solution Selected Solution (Validation) 17 Uncertain ChangeStationary Change to Drier Period WS AT LRDSAVT1T2TR Max SUP 77A UW Min SUP 77A < UW Max MH 77A UW Min MH 77A UW Avg 2% High MH 77A UW Avg 2% Low MH 77A UW

Selected Solution Selected Solution (Benefits in detail) 18 Annual Average ($M)CNHPSPTotal HI HS LS HM LM WS DS LR AT AV T T Average

19 A single solution (rule curve) cannot satisfy all the criteria across all future climate scenarios In comparison with Plan 1977A, the selected rule curve:  has a mixture of advantages and disadvantages in managing the water level at SUP and MH depending on the future climate scenario.  can handle extremely dry future scenarios better  is economically more beneficial almost regardless of the future climate scenario Model pre-emption saved almost 80% of the computational budget More explicit definition of good/bad solutions is required to formulate more reasonable objectives/criteria for possible future optimization based Great Lakes regulation studies

20

Selection Metrics HyperVolume Contribution (HVC), HyperVolume Contribution (HVC), Knowles et al. (2003) 21 F G

Selected Solution Selected Solution (criteria in detail) 22 5 Scenarios (in the optimization) HIHSLSHMLM Max SUP 77A UW Min SUP 77A UW Max MH 77A UW Min MH 77A UW Avg 2% High MH 77A UW Avg 2% Low MH 77A UW

23 Selected Solution Compared to nat64S in New SVM

24

25

26

27

28

29

30

31

32

33

34