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experiments over an extended range of Reynolds numbers for a helical ribbon, anchor, at blade, and Rushton turbine. They concluded that the Metzner and Otto shear rate did work in the laminar regime but failed in the transitional regime for the two turbine impellers ( at blade and Rushton). It did work for the two close-clearance impellers. The Metzner and Otto method gives an estimate of the shear rate at the impeller based on the power measurement and the apparent viscosity at the impeller. Other processes in shear-thinning uids, especially heat transfer, have also been studied where the shear rate at the impeller is not important. In this case the apparent viscosity and shear rate at the heat transfer surface are controlling and the Metzner Otto method no longer applies. Pollard and Kantyka (1969), Bourne et al. (1981), and Wang and Yu (1989) all concluded that in the laminar regime, the shear rate is proportional to the impeller speed, but in the transitional regime, the dependence on speed is more complicated. Generally, they found that the shear rate in the transitional regime is proportional to the square root of the power input per unit mass, indicating that turbulence is contributing to the generation of shear. Wichterle et al. (1984) used an electrochemical technique to measure the shear rates on the surface of a Rushton turbine s blades for Newtonian and nonNewtonian uids with a Reynolds number that varied between 1 and 10 000. They correlated their data by asp.net ean 13 EAN - 13 ASP . NET Control - EAN - 13 barcode generator with free ...
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