valdezlizbeth1641 valdezlizbeth1641

13-05-2023
Physics

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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(rvr) ar OVz Oz OVr dvr - V7 az z2 Use the characteristic dimensions to normalize the differential equation and obtain the dimensionless groups that characterize the flow. P7.6

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