Problem 5. Water at STP flows at a speed of U = 0.20 m/s over a triangular flat plate with a base length of 26 = 1.0 m and angles of e = 45° as shown. (a) Verify that the boundary layer will remain laminar. (b) Integrate wall shear stress over the plate to derive the following relationship for the friction drag on one side of the plate: 0.664 Vtano b? Tu,b, Tw,b = pU². Ub Fp.f Re, Re, (c) Calculate the friction drag for the triangle shown and for a rectangle of width 2b and length b aligned with U. U 26

Elements Of Electromagnetics
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Problem 5. Water at STP flows at a speed of U = 0.20 m/s over a triangular flat plate with a base length of
26 = 1.0 m and angles of e = 45° as shown. (a) Verify that the boundary layer will remain laminar. (b) Integrate the
wall shear stress over the plate to derive the following relationship for the friction drag on one side of the plate:
FD.f = Vtane b Tum,b, Tw,b = pU² 0.864
VRe, Re,
Ub
(c) Calculate the friction drag for the triangle shown and for a rectangle of width 26 and length b aligned with U.
U
2b
Transcribed Image Text:Problem 5. Water at STP flows at a speed of U = 0.20 m/s over a triangular flat plate with a base length of 26 = 1.0 m and angles of e = 45° as shown. (a) Verify that the boundary layer will remain laminar. (b) Integrate the wall shear stress over the plate to derive the following relationship for the friction drag on one side of the plate: FD.f = Vtane b Tum,b, Tw,b = pU² 0.864 VRe, Re, Ub (c) Calculate the friction drag for the triangle shown and for a rectangle of width 26 and length b aligned with U. U 2b
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