CAJ | 학술논문

将和谐性理念与经济、社会和生态环境的综合净效益结合，利用协同学原理中有序度概念和支配原理定义出经济效益和谐度、社会效益和谐度和环境效益和谐度概念及计算公式，以此为基础构建了水资源优化配置模型中的目标函数；并利用混沌变量的随机、遍历特性在解空间内进行有效探索以及基本和声算法中和声策略对解空间进行开发的原理，提出了能求解具有多目标的水资源优化配置问题的混沌和声搜索算法；最后，将水资源优化配置模型与混沌和声搜索算法运用于北三河流域，实例计算结果表明，模型设置的水资源优化配置目标合理，搜索算法简单高效．
장화해성이념여경제、사회화생태배경적종합정효익결합，이용협동학원리중유서도개념화지배원리정의출경제효익화해도、사회효익화해도화배경효익화해도개념급계산공식，이차위기출구건료수자원우화배치모형중적목표함수；병이용혼돈변량적수궤、편력특성재해공간내진행유효탐색이급기본화성산법중화성책략대해공간진행개발적원리，제출료능구해구유다목표적수자원우화배치문제적혼돈화성수색산법；최후，장수자원우화배치모형여혼돈화성수색산법운용우북삼하류역，실례계산결과표명，모형설치적수자원우화배치목표합리，수색산법간단고효．
Combining harmony concept with the objectives of economical, social and eco-environmental benefits in water deployment, the degrees of harmoniousness for economical, social and eco-environmental benefits, which were the sub-objectives in the model for optimal water resources deployment, had been defined according to tb order degree concept and reign principle from the synergetic theory. A new kind of chaos harmony search algorithm was also developed for solving the optimal water resources deployment model. The new algorithm utilized the grandiosity and chaos parameters to explore the design space for better solutions. In addition, the harmony procedure used in basic harmony search algorithm was also used to exploit the design space. The optimal water resources deployment model and chaos harmony search algorithm were applied in Beisanhe river basin. And the results show that the sub-objectives in the model for optimal water resources deployment are reasonable and the proposed new algorithm is simple but efficient.