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Optimal design on samples layout of spatial sampling schemes for estimating winter wheat planting acreage

机译:估算冬小麦播种面积的空间采样方案的样本布局优化设计

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Sample layout is one of key factors in spatial sampling schemes for estimating crop planting acreage. It plays an important role that optimizing sample layout for improving the representativeness of samples versus population and the accuracy of population extrapolation, decreasing the cost of survey sampling. In this study, focusing on the problem that the samples layout design is not reasonable (e.g. samples units are not all independent of each other, when simple random sampling method is used to design samples layout; sampling intervals are not defined reasonably, when systematic sampling method is used to distribute samples in space), we tried to propose a optimal scheme of samples layout to improve the spatial sampling efficiency. Mengcheng County in Anhui Province, China was chosen as the study area, winter wheat planting acreage as the study object, and square girds as the shape of sampling units. Geostatistics, “3S” technology (Remote Sensing, Geographic Information Systems and Global Positioning systems) and traditional sampling methods are used in this paper. Firstly, 8 kinds of sampling unit sizes are formulated, and then the study area is subdivided by the sampling units with the 8 kinds of sizes to construct the sampling frame. The winter wheat acreages in all sampling units are calculated based on the spatial distribution data of winter wheat in 2009 and 2010(derived by ALOS AVNIR-2 and Landsat5 TM image, respectively); Secondly, in order to build the Variogram theoretical model of winter wheat acreage proportion within one sampling unit (WPS), simple random sampling method is used to draw the initial samples. Spatial correlation and variability of sampling units are analyzed, and spatial correlation threshold is quantitatively determined by the Variogram model; Thirdly, the equal interval pattern (sampling intervals are the same in vertical and horizontal directions, and spatial correlation threshold of samples is chosen as the sampli- g interval) is used to reasonably formulate the samples layout; Finally, the extrapolation accuracy, stability and sampling cost are estimated based on the samples after the layout are reasonably designed. In order to evaluate the design effect of samples layout, relative error, coefficient of variation (CV) and sampling size are selected as the indices, and simple random sampling method as the control treatment. The experimental results demonstrate that, the variability of WPS increases with sampling unit size increasing. CV of WPS varies from 32.75% to 43.46% under 8 sampling unit size levels; Spatial correlation thresholds of WPS increase with sampling unit size increasing; The relative error and CV of population extrapolation that samples layout is optimized are obviously less than those of simple random sampling method, when sampling unit size is small (500m×500m~2000m×2000m); Although the relative error and CV are not reduced after optimized design of sample layout, they occur an obvious decrease on sample size, when sampling unit size is larger (2500m×2500m~4000m×4000m). In this way, this research can provide a solution for improving the spatial sampling efficiency to estimate crop planting acreage.
机译:样本布局是用于估计作物种植面积的空间采样方案中的关键因素之一。它对于优化样本布局以提高样本相对于总体的代表性以及总体外推的准确性,降低调查抽样的成本起着重要的作用。在本研究中,着眼于样本布局设计不合理的问题(例如,当使用简单的随机抽样方法来设计样本布局时,样本单元并非彼此独立;当系统采样时,样本间隔没有合理定义)方法用于在空间中分配样本),我们尝试提出一种最佳的样本布局方案,以提高空间采样效率。以中国安徽省孟城县为研究区域,以冬小麦种植面积为研究对象,以方格为抽样单位。本文使用地统计学,“ 3S”技术(遥感,地理信息系统和全球定位系统)和传统的采样方法。首先,确定了8种采样单元的大小,然后用8种大小的采样单元对研究区域进行细分,以构建采样框架。根据2009年和2010年冬小麦的空间分布数据(分别由ALOS AVNIR-2和Landsat5 TM图像得出)计算所有采样单位的冬小麦面积;其次,为了建立一个采样单位(WPS)内冬小麦种植面积比例的方差图理论模型,采用简单的随机采样方法绘制初始样本。分析了采样单元的空间相关性和变异性,并通过变异函数模型定量确定了空间相关性阈值;第三,使用等间隔模式(采样间隔在垂直和水平方向上相同,并且选择样本的空间相关阈值作为采样间隔)来合理地制定样本布局;最后,在合理设计布局后,根据样本估算外推精度,稳定性和抽样成本。为了评估样本布局的设计效果,选择相对误差,变异系数(CV)和样本大小作为指标,并采用简单的随机抽样方法作为对照处理。实验结果表明,WPS的变异性随采样单位大小的增加而增加。在8个采样单位大小级别下,WPS的CV从32.75%到43.46%不等; WPS的空间相关阈值随采样单位大小的增加而增加;当样本单位尺寸较小(500m×500m〜2000m×2000m)时,优化样本布局的总体外推相对误差和CV明显小于简单随机抽样方法。尽管优化了样本布局设计后相对误差和CV并没有减少,但是当样本单位较大(2500m×2500m〜4000m×4000m)时,它们的样本量却明显减少。这样,本研究可以为提高空间采样效率以估算农作物种植面积提供解决方案。

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