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Economic simulation and optimization of irrigation water in humid regions.

机译:湿润地区灌溉用水的经济模拟和优化。

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摘要

combination of simulation, econometric, and optimization models were used to develop a methodology that can be applied to examine the effect of water scarcity on net farm income. Since both quantity, as well as, timing of irrigation has important bearing on crop yield, a biophysical simulation model, known as Erosion Productivity Impact Calculator (EPIC), was used to simulate the relationship between water, from rainfall and/or various irrigation management practices, and crop yields. The water yield response functions for selected crops were estimated using EPIC simulated data. The estimated parameters of these yield response functions were used to develop a recursive stochastic linear programming model.;In the resulting model, rainfall was treated as a stochastic process, which follows its own historical pattern randomly. This capability to deal with an erratic rainfall process distinguishes the recursive stochastic linear programming model from other multi-period programming models. The optimization model was designed to solve a series of irrigation decisions problem faced by a model farm, which is growing corn, cotton, and peanuts. Different irrigation decision rules were derived for dry and normal weather conditions. Using a preference scale and the flow data of Chattahoochee river measured at Columbus, the residual flow that could be used for crop irrigation was calculated. The results indicated that even if the historical flow could be maintained in the future, it would not be enough to meet the total irrigation demand in many instances.;The aggregate optimal demand for irrigation water in the Middle Chattahoochee Sub-Basin was estimated to be 3.211 million gallons per week. The contribution of this optimal irrigation level to net farm income would be
机译:模拟,计量经济学和最优化模型的组合被用于开发一种方法,该方法可用于检验水资源短缺对农业净收入的影响。由于灌溉的数量和时间都对作物产量有重要影响,因此使用了生物物理模拟模型(称为侵蚀生产力影响计算器(EPIC))来模拟降雨和/或各种灌溉管理中的水之间的关系。做法和农作物产量。使用EPIC模拟数据估算了选定农作物的水分响应函数。这些产量响应函数的估计参数用于建立递归随机线性规划模型。在所得模型中,降雨被视为随机过程,随机遵循其自身的历史模式。这种处理不稳定降雨过程的能力将递归随机线性规划模型与其他多周期规划模型区分开来。优化模型旨在解决模型农场(种植玉米,棉花和花生)所面临的一系列灌溉决策问题。针对干旱和正常天气情况得出了不同的灌溉决策规则。使用偏好量表和在哥伦布测量的查塔胡奇河的流量数据,计算了可用于作物灌溉的剩余流量。结果表明,即使将来能够保持历史流量,在许多情况下也无法满足总灌溉需求。;中查塔胡奇次流域的灌溉用水总最优需求估计为每周3211.1万加仑。最佳灌溉水平对农业净收入的贡献为

著录项

  • 作者

    Acharya, Ram N.;

  • 作者单位

    Auburn University.;

  • 授予单位 Auburn University.;
  • 学科 Agricultural economics.;Agriculture.
  • 学位 Ph.D.
  • 年度 1997
  • 页码 114 p.
  • 总页数 114
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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