1999
DOI: 10.1021/ie980692o
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Power Consumption in Stirred Tanks Provided with Multiple Pitched-Blade Turbines

Abstract: The power consumed by one, two, or three downward pumping, 45°six-blade pitched-blade turbines (6-PBTs) mounted on the same shaft was experimentally determined in stirred tanks under turbulent conditions. The power drawn by each individual impeller (in single-or multipleimpeller configurations), as well as the total power consumption, was measured with strain gauges mounted on the shaft and reported as individual or total power numbers. The power dissipated by single downward pumping, 45°four-blade pitched-bla… Show more

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Cited by 35 publications
(21 citation statements)
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“…The power number N p , is based on an angular momentum balance around the impeller1–3, 71 and is one of the most widely used design specifications in mixing operations The power number is a function of the Reynolds number and geometry of the system, including all dimensions of the impeller and the position(s) of the impeller(s) in the tank,4, 5 but the most significant variable is the geometry of the impeller 1, 6. For fully turbulent flow of a single‐phase fluid, N p is a constant.…”
Section: Introductionmentioning
confidence: 99%
“…The power number N p , is based on an angular momentum balance around the impeller1–3, 71 and is one of the most widely used design specifications in mixing operations The power number is a function of the Reynolds number and geometry of the system, including all dimensions of the impeller and the position(s) of the impeller(s) in the tank,4, 5 but the most significant variable is the geometry of the impeller 1, 6. For fully turbulent flow of a single‐phase fluid, N p is a constant.…”
Section: Introductionmentioning
confidence: 99%
“…In order to design stirred tank reactors for a three-phase system confidently, information on the hydrodynamics is required. Most previous research has focused on the solid suspension or power consumption in a multi-impeller three-phase system with impellers of the traditional Rushton or pitched-blade turbine types (Dutta and Pangarkar, 1995;Saravanan et al, 1997;Armenante et al, 1999;Dohi et al, 2001). The results reflect confusion about the effect of solids on gas holdup and gas-liquid mass transfer, with conflicting results indicating an increase, decrease, or no effect on the gas holdup and mass transfer coefficients in three-phase systems (Kawase et al, 1997a).…”
Section: Introductionmentioning
confidence: 99%
“…The flotation cell is modeled after the Rushton flotation cell (Rushton, Costich et al 1950;Deglon, O'Connor et al 1997;Armenante, Mazzarotta et al 1999;Jenne and Reuss 1999) as shown in Figure 3 Feed entered the flotation cell mid-way up one side. On the opposite side, tailings were pumped from the bottom of the cell with a variable speed peristaltic pump.…”
Section: Methodsmentioning
confidence: 99%