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An Interval-based Fuzzy Chance-constrained Irrigation Water Allocation model with double-sided fuzziness

机译:一种基于间隔的模糊机会约束灌溉水分配模型,双面模糊

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摘要

This study presents an Interval-based Fuzzy Chance-constrained Irrigation Water Allocation (IFCIWA) model with double-sided fuzziness for supporting irrigation water management. It is derived from incorporating double-sided chance-constrained programming (DFCCP) into an interval parameter programming (IPP) framework. The model integrates interval linear crop water production functions into its general framework for irrigation water allocation. Moreover, it can deal with uncertainties presented as discrete intervals and fuzziness. It can also allow violation of system constraints with double-sided fuzziness, where each confidence level consists of two reliability scenarios (i.e. minimum and maximum reliability scenarios). To demonstrate its applicability, the model is then applied to a case study in the middle reaches of the Heihe River Basin, northwest China. Therefore, optimal solutions have been generated for irrigation water allocation under uncertainty. The results indicate that planning under a lower confidence level and a minimum reliability scenario can provide maximized system benefits. System benefits under the high water level are [2.659, 7.913] x 10(9) Yuan when alpha = 0, [2.650, 7.822] x 10(9) Yuan when alpha = 0.5 and [2.642, 7.734] x 10(9) Yuan when alpha = 1.0 under the minimum reliability scenario. Furthermore, the results can support in-depth analysis of interrelationships among system benefits, confidence levels, reliability levels and risk levels. These results can effectively provide decision support for managers identifying desired irrigation water allocation plans in study area.
机译:本研究介绍了一种基于间隔的模糊机会受限水分配(IFCIWA)模型,具有双面模糊性,用于支撑灌溉水管理。它源于将双面机会约束编程(DFCCP)纳入间隔参数编程(IPP)框架。该模型将间隔线性作物水资源函数集成到其灌溉水分配的一般框架中。此外,它可以应对以离散间隔和模糊性呈现的不确定性。它还可以允许违反具有双面模糊性的系统约束,其中每个置信水平包括两个可靠性方案(即最小和最大可靠性方案)。为了证明其适用性,然后将该模型应用于中国西北地区黑河流域中游的案例研究。因此,在不确定度下,已经为灌溉水分配产生了最佳解决方案。结果表明,在较低置信水平和最低可靠性方案下规划可以提供最大化的系统益处。在高水位下的系统益处是[2.659,7.913] x 10(9)元α= 0,[2.650,7.822] x 10(9)元α= 0.5和[2.642,7034] x 10(9)在最低可靠性方案下alpha = 1.0的元。此外,结果可以支持系统益处,置信水平,可靠性水平和风险水平之间的相互关系的深入分析。这些结果可以有效地为识别研究区域中所需的灌溉水分配计划的管理人员提供决策支持。

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