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(i) Express the shear stress ro at the plate in terms of 5. Then apply the momentum integral equation to obtain expressions for S and r0 in terms of r (the distance along the plate from its leading edge).
(ii) State to three decimal places the corresponding values of the parameters
K1 = δ/x(Rex)1/2, K2 = T0 //12ρU2(Rex)1/2, k3 = δ1/δ k3 = δ1/δ2
where Res =Ux/v.
Comment on part (a)(iv): You should find that the results are remarkably close to those for the exact solution in Table 2.2 of Una 13. Indeed, the values for u/U obtained from this profile differ from those of the exact solution in Table 2.2 by no more than 11%.
The profile is continuous and smooth at y/5 = 3 and satisfies the conditions
u = ∂2u/∂2 = 0 at y = 0,
u- U = ∂u/∂y = 0 at y = ∂,
Although ∂2u/∂y2 ≠ 0 at y = δ
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