2018
DOI: 10.1051/matecconf/201824700058
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The impact of fog nozzle type on the distribution of mass spray density

Abstract: This study was undertaken to analyze the influence of nozzle type on a mass spray density. The results indicated that the most uniform droplet distribution and spraying area was observed for the impact nozzle P 54. The highest mass spray density and the lowest spraying were noticed for the spiral nozzle TF 6. The high values of mass spray density for TF 6 nozzle were associated with the high K-factor value and the low spray angle. The results also showed that the construction of spiral nozzles influence the st… Show more

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Cited by 4 publications
(5 citation statements)
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“…On the basis of the averages obtained, the flow characteristics Q=f(p) and the average value of the K-factor were established for the 4 nozzles. The coefficient of the individual measurement series was determined from the formula (Wąsik et al 2018):…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…On the basis of the averages obtained, the flow characteristics Q=f(p) and the average value of the K-factor were established for the 4 nozzles. The coefficient of the individual measurement series was determined from the formula (Wąsik et al 2018):…”
Section: Methodsmentioning
confidence: 99%
“…The aim of the study was, therefore, to assess the influence of the supply pressure of mist nozzles on the efficiency of the ammonia absorption process with the streams generated by them. The structure of the dispersed stream depends mainly on the type of nozzle (Majder-Łopatka et al 2016, Hua et al 2018, Orzechowski and Prywer 2018, Orzechowski and Prywer 2008, Wąsik et al 2018, and for this reason, different types of mist nozzles were used in the tests, characterized by different parameters of the produced water streams. For each nozzle type, flow characteristics were established to determine the effect of pressure on nozzle efficiency Q=f(p) and curves of change in ammonia concentration as a function of time C=f(t), at different nozzle supply pressures.…”
Section: Introductionmentioning
confidence: 99%
“…In the abovementioned CU–DU linear relationship, the slope coefficient represents the ratio between half of the difference ( S l /2) of the difference between the sprinkler water depth and the mean value of the sprinkler water amount at each radial point and the water deviation ( m ) of the low value of the N /4 sprinkler water amount and the mean value of the sprinkler water amount. Evidently, the value of the slope coefficient is related to the actual sprinkler water distribution characteristics of the sprinklers, and many factors, such as the sprinkler type, working pressure, combination spacing, wind speed and wind direction, affect the actual sprinkler water distribution characteristics of the sprinklers (Faria et al, 2019; Mateos, 1998; Wąsik et al, 2018), which also explains why the CU and DU relationship equations had different slope coefficients in previous studies. The plots of the linear regression relationship between DU and CU, as well as the deviation relationship between DU and CU by Seniwongse and Reynolds (1972), Keller and Bliesner (1990), Jiusheng et al (1998), among others, are shown in Figure 2, where the deviation relationship is expressed as the relative deviation rate ζ (Equation ), and the relative deviation explains the relative distance between the two and objectively describes the gap between them.…”
Section: Effect Of the Slope Coefficient On The Numerical Relationshi...mentioning
confidence: 98%
“…Spiral nozzles have been found in different applications including flue gas desulfurization and spray towers [4,5,32], spray drying [33], distillation [34], petrochemical industry [35], and fire suppression [36,37]. Several studies tried to focus on the basic spray characteristics including droplet-size distribution, the inlet liquid pressure-flowrate relationship, and mass spray density [38][39][40][41] at different hydrodynamic conditions. Some authors did a research on the spray surface geometry [42] and even air-assisted atomization using the spiral nozzle [43].…”
Section: Introductionmentioning
confidence: 99%
“…They further simulated the model using MATLAB, which validated its effectiveness and provided a theoretical basis for designing and manufacturing the spiral nozzles. Wasik et al [38] studied the influence of nozzle type (including a TF6 spiral nozzle) on a mass spray density. For other works on spiral nozzles, especially those with different application, refer to [33][34][35].…”
Section: Introductionmentioning
confidence: 99%