1. An optimal water allocation in a Metropolitan region June 5 2007 An Integrated Operation of Multi-Regional Water Supply Networks for Tae-Sang Ryu, Sung Ryong Ha, Ik-Hwan Ko

2. Outline Introduction Research Objective Literature Review Methodology Model simulation Summary & Future research diretion

3. Multi-Regional Water Supply Network Integrated Management Center B city C city D city A city

4. Joint & Integrated Management A B C Integrated Operation Control & Management Scheme Coordinated Operation ◈ B◈ B ◈ C◈ C ◈ A◈ A 무선망 유선망 Integrated Operation Center

5. I. Pre-feasibility survey of joint operation for optimal water allocation in a wide areas with multi -sources Research Objectives II. Integrated optimal water allocation model

6. Literature Review water distribution modeling ☞ mathematical formulation modeling water supply modeling ☞ economic operation scheduling for the sake of supply to meet the demand water network operation with optimal pump scheduling ☞ Optimal pump scheduling in water supply network, Paul W. optimal allocation of water sources ☞ Drought management of existing water supply system, Dean Randall. Water Supply Modeling Research Category Water Supply Modeling Research Category Research Categories for Modeling Research Categories for Modeling

7. Hydraulic Simulation approach using EPANET Optimization approach based on Economic operation rule II. Methodology I. Problem Diagnosis Two phases of modeling III.Strategy Optimization model Economic, stable EPANET hydraulic analysis Supplying cost Flow constraints Inflow, unit price, demand storage, capacity, Pipe facilities data Operation data

8. Problem Diagnosis

9. Multi-regional water supply networks & Research area

10. Water Supply Network map

11. Water demand nodes distribution situation

12. Water tanks distribution

13. Water Demand Prospective in the Future (Supply to Demand) 2009 yr

14. Modeling

15. Current operation condition Current operation condition Namgang(II) - Capacity 55000 m3/d (77000 m3/d – 2011) Gucheon - Capacity 20000 m3/d Yeoncho - Capacity 16000 m3/d

16. water source capacity ( ㎥ /day) mean ( ㎥ /day) maximum ( ㎥ /day) shortage( △ ) remarks meanMax. Gu-cheon20,00018,01423,4181,986 △ 3,418 Namgang( Ⅱ ) 55,00047,61261,8967,388 △ 6,896 sum75,00065,62685,3149,374 △ 10,314 ☞ daily demand peak factor 1.25, Yeon-cho water treatment plant is under rehabilitation Current Situation (Daily Demand vs. Capacity)

17. * length means from Namgang-dam to Jukdo junction  Demand (4 cases) 2007, 2011yr daily maximum & mean  Simulation Period steady state simulation Modeling Input Boundary Condition Modeling Input Boundary Condition itemsNamgangGu-cheonYeon-choSum Capacity55,00020,00016,00091,000 sourcesNamgang reservoir Gu-cheon reservoir Yeon-cho reservoir Water treatment Namgang W.T.P Gu-cheon W.T.P Yeon-cho W.T.P facilities PUMP 4(1)Pump 3Pump 2 L=25,003 Km * L=14,900 Km L=15,000Km 21 Consumer nodes(tank type11) (m3/day)  Physical Condition

18.  Mass Balance Eq., Closed Network ☞ ∑∑ q i k = ∑ Q k, i=each demand node, k = multi sources 2. Determination water demand of each nodes(q i ) ☞ using gaged data and planning data,  Combination of operating pumps according to the step 2 ☞ Q p,k = ∑ q i k, p = operating pump unit combination 4. Simulation case study ☞ Demand 4 cases, independent opertation case, joint operation 4 cases(N+G, N+Y, G+Y, N+G+Y), pump combination several cases 5.Constraint simulation case, ☞ closing Pipe cases Simulation Condition

19.  Overlapped supply area ☞ water demand 4 cases : 2007, 2011 yr daily max, mean ☞ individual network operating by 4 demand cases  Pre-feasibility study for joint operation ☞ water demand 4 cases : 2007, 2011 yr daily max, mean ☞ joint operation with adjacent supply network  Supply unit cost by consumer for optimization model Modeling Analysis Target Modeling Analysis Target

20. Simulation Case study summary Simulation Case study summary Individual, Joint operation with closing pipe or without closing pipe 2 cases, 4 demand cases, joint operation cases of mutual systems(N+G, N+Y, G+Y, N+G+Y) Pump combination (ex, supply(q)=70781, satisfying ratios(r) = 103%, energy cost(p) =985087)

21. Analysis of Modeling Results - Overlapped Supply Area - Pump Characteristic Curve Parallel pump installation status Supply amount raises pipeline hydraulic loss Supply to meet demand -> effect supply area by individual system

22. Namgang Single operation case for maximum daily demand Namgang Single operation case for maximum daily demand Hydraulic Modeling Namgang2, capable of supplying to all area except A-jou (q=70781,p=985087) To keep Simulation condition step 1 and to get solution, Ajou and sangdong node demand input zero

23. Mean demand case shows Capable of supplying to all area, except A jou (that is, Ajou demand zero) (q=58678, p=908689) Namgang water supply area for mean daily demand Hydraulic Modeling

24. Solid line : water supply area by daily maximum demand Dotted line : water supply area by daily mean demand

25. Overlapped area analysis results 3 Supply area 2 Supply areas Hydraulic Modeling

26. Modeling Results Analysis - Pre feasibility Survey for Joint Operation

27. Current pipe closing condition vs fully open operating condition Current pipe closing condition vs fully open operating condition Current operation condition, closing point is appropriate Current opeartion is better than the other option operation Hydraulic Modeling

28. current closing opertion vs full open operation condition current closing opertion vs full open operation condition Hydraulic Modeling Namgang, Gucheon, Yeoncho joint operation with closing pipe line vs without closing pipe line Joint operation without closing pipe line is most effective way in future demand condition in case of 3 networks joint operation.

29. Modeling Results Analysis - Optimal Pump Combination -

30. Optimal pump combination to 2011 yr Demand Optimal pump combination to 2011 yr Demand In 3 network Joint Operation and 2011yr max. demand case, this graph shows most economic pump combination Variation of cost and supply satisfaction by pump combination (Yeoncho-Gucheon-Sadeung) on X-coordinate Hydraulic Modeling

31. Namgang+Gucheon+Yeoncho Joint Operation(max.) Hydraulic Anaysis for Joint Operation In Pump combination N(1-1)-G(2)-Y(1) case, Sadung, Sinhyen, 2 nodes happens negative pressure Optimal Pump combination N(2-0)-G(2)-Y(1)

33. Modeling Results Analysis - Summary & Future Study Plan -

34. Simulated result of joint operation Simulation results of joint operation with Max., Mean(=MAX80%) water demands - > Big difference of electricity cost Optimal operation condition depends on how many networks to be used, which network mainly used, and how many pumps to be operated Q mean(max80%) Q max Hydraulic Analysis

35.  Overlapped supply area ☞ water demand 4 cases : 2007, 2011 yr daily max, mean ☞ individual network operating by 4 demand cases  Pre-feasibility study for joint operation ☞ water demand 4 cases : 2007, 2011 yr daily max, mean ☞ joint operation with adjacent supply network  Supply unit cost by consumer for optimization model Modeling Analysis Target Modeling Analysis Target

36. Summary & Future Plan - Identify Overlapped supply area - Identify Feasibility of Joint Operation of Mutual Networks - Supply unit cost for optimization model - Develop Optimal allocation Model Summary Future Plan

37. - Reference -

38. Current operation condition vs closing point changing condition Following Current operation condition, with pipe closing at two points and 2 network operation, compare simulation results according to pump combination Current operating indicate lower pumping cost. Hydraulic Modeling

39. current closing opertion vs full open operation condition current closing opertion vs full open operation condition Namgang + Gucheon joint operation with closing pipe line and without closing pipe line Joint operation without closing pipe line is more effective in future demand condition Hydraulic Modeling

40. Current closing operation vs full open operation condition Namgang + Gucheon + Yeoncho joint operation with closing pipe line and without closing pipe line Joint operation without closing pipe line is most effective way in future demand condition in case of 3 networks joint operation. Hydraulic Modeling

41. Simulation results of single operation QmaxQmin(=max*80%)PmaxPmin Demand 75,068% 60054.4 % SingleYeoncho15279 0.2015598 0.26145797144459 Gucheon22541 0.3027763 0.46526683574991 Namgang70781 0.9458678 0.98985087908689 Hydraulic Anaysis Simulation results of joint operation with MAX, MIN(=MAX80%) water demands Relationship between joint and single operation

42. Namgang+Gucheon Joint Operation (max. daily) Hydraulic Anaysis for Joint Operation (q=24575+52828, p=1328359)

43. (q=21717+40206, p=1135716) Hydraulic Analysis Namgang+Gucheon joint operation (max. daily 80%)