Task 2.1: In a horizontal water pipe (length L=10 m) inner radius r; = 1.25 cm), water flows with an inlet temperature of t₁ = 60°C and a velocity of w = 0.3 m/s. The water cools down by transferring heat to the inner wall of the pipe. The temperature difference of the water and the wall of the pipe AT = 3K is constant over the length of the pipe. Determine the outlet temperature tout of the water at the end of the pipe. kg m3 ; n = 466.03 x 10-6 Pa x s; λ = 0.651- p=983.2. W kJ • kg K mxkip=4.18.
Task 2.1: In a horizontal water pipe (length L=10 m) inner radius r; = 1.25 cm), water flows with an inlet temperature of t₁ = 60°C and a velocity of w = 0.3 m/s. The water cools down by transferring heat to the inner wall of the pipe. The temperature difference of the water and the wall of the pipe AT = 3K is constant over the length of the pipe. Determine the outlet temperature tout of the water at the end of the pipe. kg m3 ; n = 466.03 x 10-6 Pa x s; λ = 0.651- p=983.2. W kJ • kg K mxkip=4.18.
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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Transcribed Image Text:Task 2.1:
temperature of t₁
In a horizontal water pipe (length L=10 m) inner radius r; = 1.25 cm), water flows with an inlet
60°C and a velocity of w = 0.3 m/s. The water cools down by transferring heat
to the inner wall of the pipe. The temperature difference of the water and the wall of the pipe AT =
3K is constant over the length of the pipe. Determine the outlet temperature tout of the water at the
end of the pipe.
=
kg
; n = 466.03 x 10-6 Pa x s; λ = 0.651
m3
p = 983.2.
W
mxk'
FiCp = 4.18
kJ
kg K
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