Upper and lower surfaces of a bus bar are convectively cooled by air at T ∞ , with h u ≠ h l . The sides are cooled by maintaining contact with heat sinks at T o , through a thermal contact resistance of R t , c " . The bar is of thermal conductivity k, and its width is twice its thickness L . Consider steady-state conditions for which heat is uniformly generated at a volumetric rate due to passage of an electric current. Using the energy balance method, derive finite-difference equations for nodes 1 and 13.
Upper and lower surfaces of a bus bar are convectively cooled by air at T ∞ , with h u ≠ h l . The sides are cooled by maintaining contact with heat sinks at T o , through a thermal contact resistance of R t , c " . The bar is of thermal conductivity k, and its width is twice its thickness L . Consider steady-state conditions for which heat is uniformly generated at a volumetric rate due to passage of an electric current. Using the energy balance method, derive finite-difference equations for nodes 1 and 13.
Solution Summary: The author explains how to derive the finite difference equation for nodes 1 and 13.
Upper and lower surfaces of a bus bar are convectively cooled by air at
T
∞
,
with
h
u
≠
h
l
.
The sides are cooled by maintaining contact with heat sinks at
T
o
,
through a thermal contact resistance of
R
t
,
c
"
.
The bar is of thermal conductivity k, and its width is twice its thickness L.
Consider steady-state conditions for which heat is uniformly generated at a volumetric rate due to passage of an electric current. Using the energy balance method, derive finite-difference equations for nodes 1 and 13.
Q11. Determine the magnitude of the reaction force at C.
1.5 m
a)
4 KN
D
b)
6.5 kN
c)
8 kN
d)
e)
11.3 KN
20 kN
-1.5 m-
C
4 kN
-1.5 m
B
Mechanical engineering, No
Chatgpt.
please help with this practice problem(not a graded assignment, this is a practice exam), and please explain how to use sohcahtoa
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