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24. Radiation. Find steady-state temperatures in the rectangle in Fig. 296 with the upper and left sides perfectly insulated and the right side radiating into a medium at 0 C according to u, (a, y) + hu(a, y) = 0, h>0 constant. ( ou will get many solutions since no condition on the lower side is given.)

24. Radiation. Find steady-state temperatures in the rectangle in Fig. 296 with the upper and left sides perfectly insulated and the right side radiating into a medium at 0 C according to u, (a, y) + hu(a, y) = 0, h>0 constant. ( ou will get many solutions since no condition on the lower side is given.)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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24. Radiation. Find steady-state temperatures in the rectangle in Fig. 296 with the upper and left sides perfectly insulated and the right side radiating into a medium at 0 C according to u (a, y) + hu(a, y) = 0, h>0 constant. ( ou will get many solutions since no condition on the lower side is given.) y u = f(x) R u = 0 u = 0 a Fig. 296. Rectangle R and given boundary values
Transcribed Image Text:24. Radiation. Find steady-state temperatures in the rectangle in Fig. 296 with the upper and left sides perfectly insulated and the right side radiating into a medium at 0 C according to u (a, y) + hu(a, y) = 0, h>0 constant. ( ou will get many solutions since no condition on the lower side is given.) y u = f(x) R u = 0 u = 0 a Fig. 296. Rectangle R and given boundary values
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