Considering incompressible and laminar flow over a heated flat plate for which local Nusselt number, is given as, Nu, 0.332 Re2 Pri Prove that average Nusselt number, Nu, 2 Nu, L where L is the length of the plate.
The heat transfer coefficient may be
obtained from analytically derived values of
the Nusselt number. The values differ
slightly based upon the heating conditions. It is found that the Nusselt number can be
expressed as:
Nu = hL/K, where L is the length of plate (m2*k) is the terminal conductivity of air (w/m2), h is the heat transfer coefficient, and Nu is
the Nusselt number. Heat transfer coefficient
for a flat plate can be determined by solving
the conservation of mass, momentum, and
energy equations (either approximately or
numerically). The appropriate parameters
may then be input to yield the following
analytical values for h
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