ICUAS 2020 Paper Abstract

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Paper FrB3.5

Niu, Haoyu (UC, Merced), Wang, Dong (USDA ARS Parlier), Chen, YangQuan (University of California, Merced)

Estimating Crop Coefficients Using Linear and Deep Stochastic Configuration Networks Models and UAV-Based Normalized Difference Vegetation Index (NDVI)

Scheduled for presentation during the Regular Session "UAS Applications V" (FrB3), Friday, September 4, 2020, 12:50−13:10, Edessa

2020 International Conference on Unmanned Aircraft Systems (ICUAS), September 1-4, 2020 (Postponed from June 9-12, 2020), Athens, Greece

This information is tentative and subject to change. Compiled on April 24, 2024

Keywords UAS Applications, Technology Challenges

Abstract

Crop coefficient ($K_c$) methods have been commonly used for evapotranspiration estimation. Researchers estimate $K_c$ as a function of the vegetation index because of similarities between the $K_c$ curve and the vegetation index curve. A linear regression model is usually developed between the $K_c$ and the normalized difference vegetation index (NDVI) derived from satellite imagery. However, the spatial resolution of satellite imagery is in the range of meters or greater, which is often not enough for crops with clumped canopy structures, such as trees, and vines. In this study, the Unmanned Aerial Vehicles (UAVs) were used to collect high-resolution images in an experimental pomegranate orchard located at the USDA-ARS, San Joaquin Valley Agricultural Sciences Center, Parlier, CA. The NDVI values were derived from UAV images. The $K_c$ values were measured from a weighing lysimeter in the pomegranate field. The relationship between the NDVI and $K_c$ was established by using both a linear regression model and a deep stochastic configuration networks (DeepSCNs) model. Results show that the linear regression model has an $R^2$ and RMSE value of 0.975 and 0.05, respectively. The DeepSCNs regression model has an $R^2$ and RMSE value of 0.999 and 0.046, respectively. The DeepSCNs model showed improved performance than the linear regression model in predicting $K_c$ from NDVI.

 

 

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