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題 名 | 以遺傳演算法推導考量二衝突缺水指標之南化水庫多標的最佳限水策略=Deriving the Optimal Multi-objective Hedging Rules for the Nanhua Reservoir with Two Conflicting Shortage Indices Using the Genetic Algorithm |
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作 者 | 蕭政宗; 黃景裕; | 書刊名 | 農業工程學報 |
卷 期 | 56:4 2010.12[民99.12] |
頁 次 | 頁27-41 |
分類號 | 445.2 |
關鍵詞 | 多標的遺傳演算法; Pareto最佳解; 限水策略; 缺水率; 可利用水量; Multi-objective genetic algorithm; Pareto optimal solutions; Hedging rule; Shortage ratio; Water availability; |
語 文 | 中文(Chinese) |
中文摘要 | 本文研究目的為利用多標的遺傳演算法探討南化水庫乾旱時期最佳限水策略,限水策略以無限水機制之標準操作策略(SOP)為基礎並加入限水參數,限水策略依參數個數分為一點法、二點法、及三參數法,另依參數是否隨時間變化分為定值及時變限水策略,所考慮的參數時間變化頻率有半年、季及月變化。本文選用相互衝突的總缺水率與單旬最大缺水率作為衡量供水水庫營運效率的指標並推導 Pareto最佳解。經應用於南化水庫分析後顯示增加限水參數個數及參數時間變化頻率可有效改善水庫限水效果,即 Pareto鋒線往減少總缺水率及單旬最大缺水率的方向移動,且其限水效果可相互疊加,因此在所分析的十二種限水策略中以三參數法月變化限水策略為最優。以後優選最佳解為例,三參數月變化限水策略較之一點法定值限水策略可將總缺水率由 20.4%降低至 14.9%,單旬最大水率由 87.5%降低至 66%。 |
英文摘要 | This study aims to exploring the optimal hedging rules using multi-objective genetic algorithm for the Nanhua Reservoir during droughts. Hedging parameters are added in the SOP-based rules to construct water-rationing measures. One-, two-, and three-parameter hedging rules associated with constant and time-varying hedging parameters are employed to investigate effects on water-shortage characteristics. Time-varying frequencies considered in this study include semi-annually, quarterly, and monthly varying. Two conflicting shortage indices, total shortage ratio and maximum 10-day shortage ratio, are used to evaluate operation performance of a water-supply reservoir. The Pareto optimal solutions of this multi-objective optimization are searched by the non-dominated shorting genetic algorithm II (NSGA-II). The proposed methodology is applied to the Nanhua Reservoir that is located in southern Taiwan. The results show that increasing time-varying frequency of hedging parameters can effectively reduce water-shortage characteristic, which are further improved by increasing numbers of hedging parameters. Thus, the three-parameter monthly varying hedging rule performs best among twelve hedging rules evaluated in this study.For example, the total shortage ratio and maximum 10-day shortage ratio of the post-optimal solution of the three-parameter monthly varying hedging rule are respectively reduced from 20.4% to 14.9% and 87.5% to 66% when comparing with the results of the one-parameter constant hedging rule. |
本系統中英文摘要資訊取自各篇刊載內容。