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Procedure for predicting and designing moving sprinkler application patterns
Authors:I Amir  V Alchanatis
Institution:(1) Department of Agricultural Engineering, Technion, Israel Institute of Technology, 32000 Haifa, Israel
Abstract:Summary Water application pattern, WAP, is one of the most important factors that determine the instantaneous and the cumulative application rates of moving irrigation machines. The mathematical background of a procedure to predict and design the WAP of moving irrigation machines is introduced. It includes a mathematical analysis of the effect of pressure head, height and spacing between emitters on the WAP, and a nomograph that presents this analysis graphically and illustrates the design procedure of the application pattern of irrigation machines.Abbreviations P(scirc)a water application rate at a normalized radial distance scirc from the emitter m/s] - ka number of linear segments needed to represent the pattern - scirc equiv s/Ra normalized radial distance from the emitter - Ra wetted radius m] - sa radial distance from the emitter m] - n j equivn i/ha normalized water application rate at point - j, ha maximum water application rate m/s] n j water application rate at point j m/s] - udigr j =m j/Ra normalized radial distance of point j from emitter - m ja radial distance of point - ja from emitter m], CWAP - (x)a Cumulative Water Application Pattern: amount of water per unit area applied at a distance - xa from the travel path of the emitter m3/m2] - xa distance from the travel path of the emitter m] - T xa time of application at a distance - xa from the travel path of the emitter s] - va velocity of propagation of the machine m/s] - k 1a the outmost linear segment that its radial distance from the emitter - m k1a is smaller than the distance of the travel path from the emitter - x, T ja time at which the - j tha linear segment (ring) stops influencing the point located at a distance - xa from the emitter - pgr 1, pgr 2, pgr 3a dimensionless numbers derived by dimensional analysis - ua water jet velocity m/s] - ga gravity acceleration m/s2] - da nozzle diameter m], v kinematic viscosity m2/s] - Ha emitters height m] - agr, betaa regression analysis coefficients - Paa Pattern fit coefficient for water application - F(r)a normalized desired water application pattern 1/m] - f(r)a normalized actual water application pattern 1/m] - La common distance on which - F(r) and f(r)a are defined m], SP spacing interval between emitters m] - DSa dimensionless spacing interval between emitters - DeltaDSa variation of dimensionless spacing interval - DeltaPaa variation of Pa coefficient - Pa pressure head kPa]
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