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Unformatted text preview: , and heat capacity, C p , are all constant. a. For a small fiber radius, R , one may assume that the fiber temperature and velocity does not vary in the r-direction. Use the shell energy balance method to derive the differential equation for the temperature profile in the fiber T ( z ) for this situation. b. Indicate the boundary conditions you should use to solve this differential equation. c. Solve this differential equation to determine the temperature profile. 2. Work problem 11B.2 (a) and (b) in BSL. 1...
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- Fall '08