Introduction to Heat Transfer
Introduction to Heat Transfer
6th Edition
ISBN: 9780470501962
Author: Frank P. Incropera, David P. DeWitt, Theodore L. Bergman, Adrienne S. Lavine
Publisher: Wiley, John & Sons, Incorporated
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Chapter 4, Problem 4.10P

Based on the dimensionless conduction heat rates forcases 12–15 in Table 4.1b, find shape factors for the followingobjectshaving temperature T 1 , located at thesurface of a semi-infinite medium having temperature T 2 . The surface of the semi-infinitemedium is adiabatic.

  1. A buried hemisphere, flush with the surface.
  2. A disk on the surface. Compare your result to Table4.1a, case 10.
  3. A square on the surface.
  4. A buried cube, flush with the surface.

Chapter 4, Problem 4.10P, Based on the dimensionless conduction heat rates forcases 12–15 in Table 4.1b, find shape factors

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A solid cylinder of radius R and length L is made from material with thermal conductivity 2. Heat is generated inside the cylinder at a rate S (energy per unit volume per unit time). (a) Neglecting conduction along the axis of the cylinder, find the steady-state temperature distribution in the cylinder, given that the surface temperature is Ts. (b) Consider a crude approximation of a mouse modeled as a cylinder of radius 1 cm and length 5 cm. If the ambient air temperature is 10°C and the internal rate of heat generation in the animal is 10-³ W/cm³, find the skin temperature (Ts) for the mouse. The external heat-transfer coefficient is h = 0.2 W/m².K. (You can neglect conduction along the axis of the mouse, as in part a.)
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Chapter 4 Solutions

Introduction to Heat Transfer

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