Change in spatial variability structure of NDVI readings related to observation scale

In: Precision Agriculture ‘05
Authors:
E.M. Pena-Yewtukhiw 1Department of Soil and Plant Sciences, University of Kentucky, Lexington, KY, 40546, USA
epena0@uky.edu

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G.J. Schwab 1Department of Soil and Plant Sciences, University of Kentucky, Lexington, KY, 40546, USA

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O. Wendroth 1Department of Soil and Plant Sciences, University of Kentucky, Lexington, KY, 40546, USA

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L.W. Murdock 2Department of Soil and Plant Sciences, University of Kentucky, Research and Education Center, Princeton, KY, 42445, USA

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T. Stombaugh 3Department of Biosystems and Agricultural Engineering, University of Kentucky, Lexington, KY, 40536, USA

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The efficient use of real-time canopy sensors for the variable rate application of nitrogen (N) requires knowledge of the scale (resolution) of the variation in the measured property. Knowing the amount of optical data needed per unit area for efficient fertilizer application requires that we know or estimate the most efficient combination of physical sensor density (number of sensors along the applicator boom) and sensor output density (sensor readings per unit distance/area). However, reducing the density of sensor and their output would reduce the capital cost of N applicators. The objective of this study was to test the number of sensors and sampling grid size that will adequately describe field variation in canopy NDVI (normalized difference vegetative index). The NDVI data were collected in February, 2004, on wheat at the Zadoks Stage 26 growth stage. The spatial structure of NDVI was characterized by variogram analysis. Tested grid sizes ranged from 0.56 to 5.06 m2. Variograms for high density data sets were compared with variograms obtained with decreasing numbers of sampling points (greater grid size). It was possible to decrease data density while increasing grid size from 0.56 m2 to 5.06 m2, without affecting the field’s NDVI spatial structure. The nugget, range and sill values were maintained across the evaluated grid sizes. We conclude that it is possible to increase the effective grid size to 5.06 m2, both by decreasing the number of sensors along the toolbar and by increasing the time interval in sensor data acquisition, implying that farmers could achieve optimal N applications using less capital intense machinery, and with less resolution constraints.

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