In the case of convection heat transfer during fluid flow over a flat plate , we deduce the governing equations based on conservation of mass , momentum and energy, using this equations we find the boundary layer thickness and going forward with this , heat transferred could be evaluated. 1)Is it possible for us to take the same approach for curved surfaces ? 2)As the curvature is present do we have a varying value of boundary layer thickness? 3)help me out showing an approach to solve curved surface heat transfer and also the assumptions to be taken .
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$\begingroup$ See Example 12.4-3 in Chapter 12 of Transport Phenomena by Bird, Stewart, and Lightfoot. $\endgroup$– Chet MillerCommented Jun 29, 2023 at 21:29
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$\begingroup$ How curved is the surface relative to the thickness of the boundary layer? $\endgroup$– David WhiteCommented Jun 29, 2023 at 23:47
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