From a point to a range of optimum estimates for maize plant density and nitrogen rate recommendations

Kyle A. King,Sotirios V. Archontoulis, Mitchell E. Baum,Jode W. Edwards

AGRONOMY JOURNAL(2024)

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摘要
The interaction between nitrogen (N) rate, plant density, and hybrid on net return to seed and fertilizer cost remains unknown but important to be addressed given the multi-input decision process corn growers make every year. We collected grain yield from a factorial experiment with five N rates (0-291 kg N ha-1), five plant densities (3.7-11.4 plants m-2), and four hybrids (old vs. new) over 2 years in Iowa. Data were sufficiently modeled with a quadratic plateau model with continuous covariate terms to include N x plant density interactions (R2 = 0.925, n = 387). We found a wide range of plant densities (6.7-8.4 plants m-2) and N rate (150-212 kg N ha-1) combinations to achieve 99% of the maximum net revenue. The economic optimum N rate increased with increasing plant density from 4 to 7 plants m-2. The fundamental relationships between grain yield response to N fertilizer and plant density were similar across old and new hybrids; however, the absolute values were different, with newer hybrids having 20% higher economic optimum N rate and 23% higher yield than the older hybrids. We concluded that by accounting for two inputs into the revenue equation, a larger range of combinations was found to achieve 99% of the maximum net revenue. Our study offers new insights into N rate by plant density by hybrid interaction to assist future research. The greatest economic risk occurs at high plant density and low N rates. A wide range of optimum N rate (150-210 kg N ha-1) and plant density (6.7-8.4 plants m-2) reached 99% of max revenue. New hybrids had 10% higher optimum plant density, 20% higher optimum N rate, and 23% higher yield than old hybrids. The optimum N rate varied the most and the optimum plant density the least across years and hybrids. The relationship between optimum yield and optimum N rate depends on the choice of the fitted regression model.
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