용수공급시스템의 수리해석은 절점에서의 용수수요는 항상 만족한다는 전제하에 절점 수두를 계산하는 demand-driven analysis(DDA)와 절점에서의 수두에 따라 용수공급량이 변하는 것을 고려하여...
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https://www.riss.kr/link?id=A76574158
2007
Korean
531
KCI등재
학술저널
475-488(14쪽)
5
0
상세조회0
다운로드국문 초록 (Abstract)
용수공급시스템의 수리해석은 절점에서의 용수수요는 항상 만족한다는 전제하에 절점 수두를 계산하는 demand-driven analysis(DDA)와 절점에서의 수두에 따라 용수공급량이 변하는 것을 고려하여...
용수공급시스템의 수리해석은 절점에서의 용수수요는 항상 만족한다는 전제하에 절점 수두를 계산하는 demand-driven analysis(DDA)와 절점에서의 수두에 따라 용수공급량이 변하는 것을 고려하여 절점에서의 가능 용수공급량과 수두를 동시에 계산하는 pressure-driven analysis(PDA)로 구분된다. 관파괴, 용수수요 증가, 화재 발생 등과 같이 비정상상태의 용수공급시스템의 수리해석을 위해서는 DDA로는 적합한 모의가 불가능하며, PDA에 의한 해석이 필요하다. 그러나 PDA는 용수공급량과 수두를 동시에 계산하므로 계산이 어려운 단점이 있다. 본 연구에서는 기존에 개발된 모형의 단점을 보완한 PDA 모형의 기본 구조를 제안하였으며, 발견적탐색법의 하나인 화음탐색법과 수리해석모형인 EPANET을 이용한 HSPDA 모형을 개발하였다. 개발된 모형을 단순관망에 적용하여 개발된 모형의 PDA개념 구현여부를 검토하였다. 회로형관망에 개발된 모형을 적용하여 관파괴상황과 화재발생상황에 대한 기존모형의 결과와 비교하였다. 개발된 모형은 비정상상태인 상수관망의 수리모의를 위해 개발된 기존의 PDA모형이 가지고 있는 단점을 적절히 보완한 모형으로 판단된다.
다국어 초록 (Multilingual Abstract)
Solving hydraulic conditions in a water distribution system, two approaches are widely used, namely, demand-driven analysis (DDA) and pressure-driven analysis (PDA). In DDA, it is assumed that nodal demand is always satisfied regardless of pressure he...
Solving hydraulic conditions in a water distribution system, two approaches are widely used, namely, demand-driven analysis (DDA) and pressure-driven analysis (PDA). In DDA, it is assumed that nodal demand is always satisfied regardless of pressure head at nodes and the unknown nodal heads are determined under this assumption. In PDA, it is assumed that nodal demand is fully satisfied only if the minimum required pressure head at that node(nodal head) is satisfied. If not, nodal demand is partially satisfied and is dependant on nodal head. For this reason, to simulate the hydraulic condition under PDA, the unknown nodal demand and the unknown nodal head are simultaneously solved and it is very difficult to solve. In general, DDA work well under normal operating conditions. However, it may generate unrealistic results to simulate hydraulic conditions under abnormal operating conditions such as pipe failure, temporal increase in demand and a fire event. In this study, the conceptual structure of a PDA model named HSPDA model is suggested. It consists of the Harmony Search which is one of the heuristic optimization algorithms and an hydraulic simulator, EPANET. Developed model is applied to simple water network to investigate whether the new model embodies the concept of PDA. The suggested model is applied to virtual water distribution systems under two abnormal conditions such as a pipe failure and fire demand to show its applicability. Moreover, the results of existing hydraulic simulation models and the suggested model are compared. As results, the developed PDA shows that it can simulate abnormal conditions efficiently.
목차 (Table of Contents)
참고문헌 (Reference)
1 "화음탐색법을 이용한 탱크최적수위 결정모형(HSnet) 개발" 대한토목학회 4884-4889, 2004
2 "상하수도공학" 보문당 46-47, 2004
3 "reliability-based optimization model for water distribution systems. Journal of Hydraulic Engineering" 114 : 1539-1556, 1987
4 "analytical methods. Journal of Water Resources Planning and Management" 114 : 253-275, 1988
5 "Water Supply Systems Security" McGRAW-HILL 2003
6 "Water Resources Engineering." Prentice Hall 2000
7 "User's Manual-Computer Analysis of Flow in Pipe Network Including Extended Period Simulation. Department of Civil Engineering" University of Kentucky lexington : 1980
8 "The basis of the source head method of calculating distribution network reliability" 1997b
9 "Solution for water distribution systems under pressure-deficient conditions" 132 (132): 175-182, 2006
10 "Reliability assessment of water supply systems with storage and distribution networks. Water Resources Research" 29 : 2917-2924, 1993
1 "화음탐색법을 이용한 탱크최적수위 결정모형(HSnet) 개발" 대한토목학회 4884-4889, 2004
2 "상하수도공학" 보문당 46-47, 2004
3 "reliability-based optimization model for water distribution systems. Journal of Hydraulic Engineering" 114 : 1539-1556, 1987
4 "analytical methods. Journal of Water Resources Planning and Management" 114 : 253-275, 1988
5 "Water Supply Systems Security" McGRAW-HILL 2003
6 "Water Resources Engineering." Prentice Hall 2000
7 "User's Manual-Computer Analysis of Flow in Pipe Network Including Extended Period Simulation. Department of Civil Engineering" University of Kentucky lexington : 1980
8 "The basis of the source head method of calculating distribution network reliability" 1997b
9 "Solution for water distribution systems under pressure-deficient conditions" 132 (132): 175-182, 2006
10 "Reliability assessment of water supply systems with storage and distribution networks. Water Resources Research" 29 : 2917-2924, 1993
11 "Realistic simulation of water distribution system. Journal of Transportation Engineering" no. 2 : 258-263, 1991
12 "Quantitative approaches to reliability assessment in pipe networks. Journal of Transportation Engineering" 112 : 287-301, 1986
13 "Pressure-driven modeling of water distribution systems." IWA 3 (3): 255-261, 2003
14 "Pressure dependent stochastic reliability analysis of water distribution networks" IWA 4 (4): 81-90, 2004
15 "Optimal planning model for rehabilitation of water networks." IWA 4 (4): 133-147, 2004
16 "Office of Research and Development" Cincinnati 1994
17 "Node flow analysis of water distribution systems. Transportation Engineering Journal of ASCE Proc. Of The ASCE" 107 : 457-467, 1981
18 "Head-driven analysis of water distribution system" Research Studies Press Ltd., Baldock, Hertfordshire, England 1 : 183-192, 2001
19 "Head driven simulation of water supply networks." 15 (15): 11-22, 2002
20 "Harmony search optimization : application to pipe network design" 22 (22): 125-133, 2002
21 "Genetic algorithm optimization of level-controlled pumping station operation" 79-90, 2000
22 "Extended period reliability analysis of water distribution systems based on head driven simulation method" 2001
23 "Discussion comparison of methods for predicting deficient-network performance" 123 (123): 369-370, 1997a
24 "Development of Seasonal Tank Model and Comparison of Optimization Algorithms for Parameter Calibration" 2001
25 "Comparison of methods for predicting deficient-network performance" 122 (122): 214-217, 1996
26 "Appraisal of source head methods for calculation reliability of water distribution networks" 127 (127): 206-213, 2000
27 "Analysis of water distribution networks with head dependent outlets. Civil Engineering System" 6 : 102-110, 1989
28 "An improved source head method for calculation the reliability of water distribution networks" 1997
29 "Adaptation in Natural and Artificial Systems. University of Michigan Press" mich. : 1975
30 "A technical note on the inclusion of pressure dependent demand and leakage terms in water supply network models. Civil Engineering System" no. 3 : 171-179, 1985
31 "A new heuristic optimization technique: harmony search" 14 (14): 34-39, 2001
32 "A new approach to the analysis of water starved networks. Jouranl of Indian Water Works Association" 23 : 31-38, 1991
33 "A Semi-Pressure-Driven Approach to Reliability Assessment of Water Distribution network" 2003
34 "2004 상수도시설기준" 한국상하수도협회 2004
추계학적 점 강우모형과 결합된 토양수분 확률밀도함수의 유도
최적화기법을 이용한 금강상류지역 지표수-지하수 연계운영 및 갈수기 용수공급방안 검토
농업용 저수지 운영을 고려한 SLURP 모형의 수문학적 거동 분석