Economics of variable rate lime in Indiana

被引:30
作者
Bongiovanni R. [1 ]
Lowenberg-Deboer J. [2 ]
机构
[1] National Institute for Agricultural Technology (INTA), Manfredi, Cordoba
[2] Department of Agricultural Economics, Purdue University, West Lafayette, IN
关键词
Economic analysis; Lime; Profitability; Site-specific management; Variable rate;
D O I
10.1023/A:1009936600784
中图分类号
学科分类号
摘要
In Indiana, variable rate application (VRA) of lime is often considered a good place to start site-specific management (SSM). This is because soil pH is one of the most variable of manageable soil characteristics in the state, the availability of essential nutrients is closely related to soil pH, and because spreaders can be retrofitted relatively inexpensively to do VRA. The objective of this study is to evaluate the profitability of VRA for lime as a stand-alone activity. The methodology involves a spreadsheet model using corn and soybean pH response functions estimated with small plot data. The overall results indicate increased annual returns to corn and soybean production with site-specific pH management strategies. On average, SSM with agronomic recommendations provides an increased annual return of $7.24 per hectare (ha) (+ 1.78%). SSM with the economic decision rule provides an average increase in annual return of $19.55 ha-1 (+ 4.82%). Information strategy, which uses site-specific information to determine the economically optimal uniform rate of lime, provides an average increase in annual return of $14.38 ha-1 (+ 3.54%).
引用
收藏
页码:55 / 70
页数:15
相关论文
共 29 条
[1]  
Adams F., Response of Corn to Lime in Field Experiments on Alabama Soils, 391, (1969)
[2]  
Black C.A., Soil testing and lime requirement, pp. 693-694, (1993)
[3]  
Bongiovanni R., Economic Evaluation of Site-Specific Lime Management, (1998)
[4]  
Childs D., Jordan T., Bauman T., Ross M., 1997 Weed Control Guidelines for Indiana, (1997)
[5]  
Cline M., Principles of soil sampling, Soil Science, 58, pp. 275-288, (1944)
[6]  
(1998)
[7]  
Doster H., Parsons S., Christmas E., Mengel D., Nielsen R., 1998 Purdue Crop Guide, (1998)
[8]  
Frank C., Illinois Agronomy Handbook 1995-1996, pp. 74-78, (1994)
[9]  
Fuller W., Grafted polynomials as approximating functions, Australian Journal of Agricultural Economics, 13, pp. 35-46, (1969)
[10]  
Gotway Crawford C., Bullock D., Pierce F., Stroup W., Hergert G., Eskridge K., Experimental design issues and statistical evaluation techniques for SSM, pp. 301-335, (1997)