Evaluating Center Pivots in Missouri Joe Henggeler University of Missouri 38th ANNUAL MISSOURI IRRIGATION CONFERENCE Wednesday, Feb. 2, 2004 309 Hearnes Center, Columbia, MO Team Up! Irrigation Scheduling Proper fertigation (corn) Testing center pivots Conducting a Test Conducting a Test Conducting a Test Other Data Collected Pivot age / total hours of operation Pressure at beginning & end Other Data Collected, cont. Type of sprinkler Weather conditions during the test Distribution Uniformity DU = Average catch of Low Quarter Average catch x 100 Irrigation Distribution Uniformity (DU) 2.5 Catch (inches) 2 Average Low Quarter catch = 0.8” 1.5 Catch 1 0.5 Average catch = 1.1” 0 0% 25% 50% 75% % of the field this amount or less 100% Irrigation Distribution Uniformity (DU) DU = (0.8 1.1) x 100 = 72% 2.5 Catch (inches) 2 Average Low Quarter catch = 0.8” 1.5 Catch 1 0.5 Average catch = 1.1” 0 0% 25% 50% 75% % of the field this amount or less 100% Evaluating Catch Amounts 10 ft Evaluating Catch Amounts 0.8 “ 10 ft 1.2 “ 0.3 “ 1.0 “ 0.7 “ Evaluating Catch Amounts 0.8 “ 1.2 “ 0.3 “ 1.0 “ 10 ft (1.2 + 0.3 + 1.0)“ 3 = 0.8 (0.8 + 1.2 + 0.3)“ 3 = 0.7 (0.3 + 1.0 + 0.7)“ 3 = 0.7 0.7 “ Lots of data ! Problems with Systems DU Value Rating > 75% Excellent 65 – 74 % Good 50 – 64 % Fair < 49 % Poor Results Results, cont. Results, cont. Straight Value Averaging Catch Average 50 % 67 % Maximum 82 % 86 % Minimum 30 % 45 % Locations of Pivots Tested 2004 Tested 2003 Tested < 2003 The End Joe Henggeler Delta Center Research Center 573-379-5431 Henggelerj@missouri.edu