Inner radius 15 cm, outer radius 20 cm and k = 15 W / m ∙ Consider a pipe with oC. Heat transfer coefficient of the fluid in the pipe is 40 W / m2 ∙ °C, fluid 500°C average flows with heat. The convection coefficient between the outer surface of the pipe and the surrounding air is 12 W / m2 ∙ revenge and the air temperature is 20 °C. Assume that the heat conduction in the pipe is unidimensional and continuous. by, a) The main differential equation and boundary conditions for heat conduction through the pipe material. Determine. b) By solving this differential equation, the special equation that gives the temperature change in the pipe material. obtain. c) Find the pipe outer surface temperature
Inner radius 15 cm, outer radius 20 cm and k = 15 W / m ∙ Consider a pipe with oC. Heat transfer coefficient of the fluid in the pipe is 40 W / m2 ∙ °C, fluid 500°C average flows with heat. The convection coefficient between the outer surface of the pipe and the surrounding air is 12 W / m2 ∙ revenge and the air temperature is 20 °C. Assume that the heat conduction in the pipe is unidimensional and continuous. by, a) The main differential equation and boundary conditions for heat conduction through the pipe material. Determine. b) By solving this differential equation, the special equation that gives the temperature change in the pipe material. obtain. c) Find the pipe outer surface temperature
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Inner radius 15 cm, outer radius 20 cm and k = 15 W / m ∙ Consider a pipe with oC. Heat transfer coefficient of the fluid in the pipe is 40 W / m2 ∙ °C, fluid 500°C average flows with heat. The convection coefficient between the outer surface of the pipe and the surrounding air is 12 W / m2 ∙ revenge and the air temperature is 20 °C. Assume that the heat conduction in the pipe is unidimensional and continuous. by, a) The main differential equation and boundary conditions for heat conduction through the pipe material. Determine. b) By solving this differential equation, the special equation that gives the temperature change in the pipe material. obtain. c) Find the pipe outer surface temperature.
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