SAE 30 oil at 60 °F is pumped through a 4-ft-diameter pipeline at a rate of 6100 gal/min. A model of this pipeline is to be designed using a 1-in-diameter pipe and water at 60 °F as the working fluid. To maintain Reynolds number similarity between these two systems, what fluid velocity will be required in the model? Vm = ft/s
SAE 30 oil at 60 °F is pumped through a 4-ft-diameter pipeline at a rate of 6100 gal/min. A model of this pipeline is to be designed using a 1-in-diameter pipe and water at 60 °F as the working fluid. To maintain Reynolds number similarity between these two systems, what fluid velocity will be required in the model? Vm = ft/s
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
Transcribed Image Text:SAE 30 oil at 60 °F is pumped through a 4-ft-diameter pipeline at a rate of 6100 gal/min. A model of this pipeline is to be designed
using a 1-in.-diameter pipe and water at 60 °F as the working fluid. To maintain Reynolds number similarity between these two
systems, what fluid velocity will be required in the model?
Vm =
ft/s
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