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7.4 Consider a disk of radius R rotating in an incompressible fluid at a speed w. The equations that describe the boundary layer on the disk are: 8(rv,) = 0 az ar Ur + Vz: ar 8z Use the characteristic dimensions to normalize the differential equation and obtain the dimensionless that characterize the flow. groups Z. R

7.4 Consider a disk of radius R rotating in an incompressible fluid at a speed w. The equations that describe the boundary layer on the disk are: 8(rv,) = 0 az ar Ur + Vz: ar 8z Use the characteristic dimensions to normalize the differential equation and obtain the dimensionless that characterize the flow. groups Z. R

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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7.4 Consider a disk of radius R rotating in an incompressible fluid at a speed w. The equations that describe the boundary layer on the disk are: a(rv,) Or az Pl Vr Or Uz az Use the characteristic dimensions to normalize the differential equation and obtain the dimensionless groups that characterize the flow. Z. R
Transcribed Image Text:7.4 Consider a disk of radius R rotating in an incompressible fluid at a speed w. The equations that describe the boundary layer on the disk are: a(rv,) Or az Pl Vr Or Uz az Use the characteristic dimensions to normalize the differential equation and obtain the dimensionless groups that characterize the flow. Z. R
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