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Problem ( 2 ) : A semi - infinite solid domain is shown that extends to in the + x direction. Heat conduction occurs only
Problem : A semiinfinite solid domain is shown that extends to in the direction. Heat conduction occurs only in the direction. Originally, the temperature in the solid is uniform at At time the solid is suddenly exposed to or immersed in a large mass of ambient fluid at temperature which is constant. The convection coefficient is present and is constant; that is a surface resistant is present. Hence, the temperature at the surface is not the same as Show that the temperature distribution within the solid domain is given by
erfcexp
where is the thermal conductivity of solid domain, and erfc is the complementary error function. Hint: Use Laplace Transform.
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