晶体蜘蛛螨(Oligonychus sp.)对鳄梨作物危害空间风险模型的遥感应用

Harry Wilson Báñez Aldave, Ledyz Cuesta Herrera, Juan Ygnacio López Hernández, Jesús Enrique Andrades Grassi, Hugo Alexander Torres Mantilla
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引用次数: 0

摘要

牛油果是世界上消费最多的食物之一,它受到螨虫Oligonychus sp.的影响,影响植物叶绿素的产生,导致生产力下降。鉴于鳄梨在经济上的重要性,研究人员使用了一种空间统计方法来分析其作物中有害生物的风险。在Barranca (Perú)地区,对一个1.1公顷的牛油果农场进行了202次观测,测量了每片叶子上的螨虫数量。应用预测地统计学方法和指标。通过调整球面半变异函数来估计单变量普通克里格,利用植被指标和地貌学变量等协变量来提高协变量的空间分辨率,并利用地质统计模拟和线性共区划模型进行调整,利用共同克里格预测害虫。最后,利用克里格指标将预测结果转化为风险模型。结果表明:螨体呈二阶平稳过程,空间依赖性小于10 m,其中单变量普通克里格法最有效;结果表明,线性共区划模型基本一致,但地质统计模拟结果不足以改善预测结果。协变量数据应在更高的细节水平上纳入,并应分析小规模变化。建议采用更详细的协变量数据,分析小尺度变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of a spatial risk model of the crystalline spider mite (Oligonychus sp.) to avocado crop damage using remote sensing
The avocado is one of the most consumed foods in the world and it is affected by the mite Oligonychus sp., which affects the generation of chlorophyll by the plant, resulting in a decrease in productivity. Given the economic importance of the avocado, a spatial statistical methodology was used to analyze the risk of a pest in its crops. A total of 202 observations of a 1.1 ha avocado farm were used to measure the number of mites per leaf in the area of Barranca, Perú. Predictive geostatistical methods and indicators were applied. A Spherical semivariogram was adjusted to estimate a Univariate Ordinary Kriging, covariates such as vegetation indicators and geomorphometric variables were used to improve the spatial resolution of the covariates and geostatistical simulation was used and linear co-regionalization models were adjusted with which pest predictions were made with co-Kriging. Finally, the predictions were transformed into a risk model using Kriging Indicator. The results obtained show that the mite presents a stationary process in second order with spatial dependence of less than 10 m, in which univariante Ordinary Kriging was the most efficient. Despite the results, the linear co-regionalization models are consistent, but the geostatistical simulation was not enough to improve the predictions. Covariate data should be incorporated at a higher level of detail and small-scale variations should be analyzed. It is suggested to incorporate covariate data with a higher level of detail and analyze small-scale variations.
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