7th Edition

ISBN: 9789352602131

Author: Canale Chapra

Publisher: MCGRAW-HILL HIGHER EDUCATION

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Chapter 29, Problem 16P

Use the control-volume approach and derive the node equation for node ( 2 , 2 ) in Fig. 29.13 and include a heat source at this point. Use the following values for the constants: Δ z = 0.25 cm , h = 10 cm , k A = 0.25 W/cm ⋅ C and k B = 0.45 W/cm ⋅ C . The heat source comes only from material A at the rate of = 5 6 W/cm 3 .

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Chapter 29, Problem 15P

Chapter 29, Problem 17P

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Chapter 29 Solutions

Numerical Methods For Engineers, 7 Ed

Ch. 29 - 29.1 Use Liebmann’s method to solve for the...Ch. 29 - 29.2 Use Liebmann’s method to solve for the...Ch. 29 - 29.3 Compute the fluxes for Prob. 29.2 using the...Ch. 29 - Repeat Example 29.1, but use 49 interior nodes...Ch. 29 - Repeat Prob. 29.4, but for the case where the...Ch. 29 - 29.6 Repeat Examples 29.1 and 29.3, but for the...Ch. 29 - Prob. 7P Ch. 29 - 29.8 With the exception of the boundary...Ch. 29 - Write equations for the darkened nodes in the grid...Ch. 29 - 29.10 Write equations for the darkened nodes in...

Ch. 29 - Apply the control-volume approach to develop the...Ch. 29 - Derive an equation like Eq. (29.26) for the case...Ch. 29 - 29.13 Develop a user-friendly computer program to...Ch. 29 - Employ the program from Prob. 29.13 to solve...Ch. 29 - Employ the program from Prob. 29.13 to solve Prob....Ch. 29 - Use the control-volume approach and derive the...Ch. 29 - 29.17 Calculate heat flux for node in Fig. 29.13...Ch. 29 - 29.18 Compute the temperature distribution for...Ch. 29 - 29.19 The Poisson equation can be written in...

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Solution Summary: The author explains the node equation for nodes (2,2) by the use of control-volume approach if the heat source comes only from material A at the rate of 6

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Chapter 29 Solutions