The relation between flow rate (Q) and operational pressure (P) of standard flat-fan
nozzles can be explained by the power regression model ∙ , where “k” is the orifice
coefficient, and “n” is the exponent of spray pressure. According to the model, the flow rate of a
nozzle is proportional to the square root of the spray pressure, the exponent (n) of which is 0.50.
This study examined standard flat-fan nozzles of different nominal sizes with slotted filters, cup
filters, and cylindrical strainers (40-mesh, 50-mesh, and 80-mesh). The “n” coefficient ranged
between 0.481 and 0.487. For nozzles with 50-mesh and 80-mesh ball-check strainers, the “n”
coefficients were 0.551 and 0.570, respectively. The “k” constants of the nozzles with ball-check
strainers were smaller than those of the other filters and strainers. The “k” constant of nozzles
ST11001, ST11002, ST11003, ST11004, and ST11006 could be estimated based on their nominal
flow rates (0.38, 0.76, 1.14, 1.51, and 2.27 L/min, at 2.8 bar) with the advanced power regression
models. The highest pressure fluctuation on the spray line was observed on the no-filter nozzles.
Nozzles with ball-check strainers showed the lowest pressure fluctuation. The strainer types shifted
the deviation rate from the nominal flow rate of the nozzle. The lowest deviation rate was observed
in the nozzles with no filters, slotted filters, or cup filters. The deviation rate from the nominal flow
rate of the nozzles with ball-check strainers was -11.4% for 50-mesh strainers and -12.3% for 80-
mesh strainers.
Primary Language | English |
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Journal Section | Articles |
Authors | |
Publication Date | April 1, 2014 |
Published in Issue | Year 2014 Volume: 10 Issue: 2 |
Journal of Agricultural Machinery Science is a refereed scientific journal published by the Agricultural Machinery Association as 3 issues a year.