Since heat pipes are sealed objects, whatever liquid gets evaporated must be condensed Thus, if one were to integrate the internal heat transfer rate, (h left(T T v ight) ) over the entire length of the heat pipe, the sum should be zero a Solve the heat pipe equation using the integral of internal ...

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Since heat pipes are sealed objects, whatever liquid gets evaporated must be condensed. Thus, if one were

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Since heat pipes are sealed objects, whatever liquid gets evaporated must be condensed. Thus, if one were to integrate the internal heat transfer rate, $h\left(T-T_{v}\right)$ over the entire length of the heat pipe, the sum should be zero.

a. Solve the heat pipe equation using the integral of internal heat transfer rate as the second boundary condition.

b. What is the fin tip temperature in this case?

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Transport Phenomena Fundamentals

ISBN: 9781138080560

4th Edition

Authors: Joel L. Plawsky

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Question Posted: Apr 23, 2024 03:01 AM

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Since heat pipes are sealed objects, whatever liquid gets evaporated must be condensed. Thus, if one were

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Transport Phenomena Fundamentals

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