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Abstract The present study aims to investigate the relations between the discharge, the gate characteristics, and the water depths (upstream and downstream) to suggest an algorithm for control purposes of radial gates. This algorithm gives mainly the relations between the gate opening, the upstream water depth and the water depth just downstream the gate to keep the discharge constant. In the theoretical study, dimensional analysis is adopted to investigate the different parameters affecting the discharge, as well as the parameters affecting the gate opening. Also some equations which are needed for the algorithm were deduced in this theoretical study. Experimental study was carried out in a rectangular reinforced concrete flume in the laboratory of Irrigation and Hydraulics Department, Faculty of Engineering, Ain Shams University. A model of radial gate with two vents was used to carry out the experimental work. Results of the experimental data analysis are presented as a series of graphs showing essentially the relations between the water depths at upstream section, downstream section, and just downstream the gate for .) constant discharge. These figures are explained analytically using the developed theoretical equations. Also the relations between the pressure head over the gate, the gate opening, and the discharge are presented. An algorithm is developed giving the equations between the gate opening and its affecting variables. This algorithm can be applied for the automatic regulation of radial gates. The verification of this algorithm is done to measure the accuracy of the developed algorithm. Design charts are plotted in order to give the gate opening according to the upstream water depth, the water depth just downstream the gate, and the discharge. Finally, some of the raw data are tabulated in |