0/1 The thermal conductivity of Aluminum material at127°Cand 527°C are 240 and 218 W/m. K, respectively. Determine ko and B, constants for the used material. k=ko (1 +BT) is assumed with T in °C.

Elements Of Electromagnetics
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0/1
The thermal conductivity of Aluminum material at127°Cand 527 C are 240 and 218 W/m. K,
respectively. Determine ko and B, constants for the used material. k=ko (1 + BT) is assumed with
T in °C.
0/2
Heat is generated in a slab of 120 mm thickness with a conductivity of 200 W/m K at a rate of
106W/m. Determine the temperature at the mid and quarter planes if the surface of the solid on
both sides are exposed to convection at 30°C with a convection coefficient of 500 W/m K. Also
find the heat flow rate at these planes and the temperature gradients at these planes.
0/3
1. Determine the heat flow for (i) rectangular fins and (ii) triangular fin of 20 mm length
and 3 mm base thickness. Thermal conductivity = 45 W/m K. Conwection coefficient h=
100 W/m K, base temperature = 120°C surrounding fluid temperature = 35°C. Determine
also the fin effectiveness.
2. A circumferential fin on a pipe of 50 mm OD is 3 mm thick and 20 mm long. Using the
property values and other parameters in 1, determine the:
(i)
%3D
heat flow and effectiveness
(ii)
If the pitch is 10 mm, determine the increase in heat flow for 1 m length of pipe. Also
determine the total efficiency.
Circumterential rectangular fin
Rectangular and Triangular fins
100
100
80
80
fac
60
60
40
40
20
20
0.5
1.0
1.5
2.0
2.5
3.0
0.5
1.0
1.5
2.0
2.5
3.0
0.5
0.5
h
1.5
1.5
L
kAp
kAp
Le = L+
=, +L,
A, = t(r-r) A, = 27(r-r)
4 =L+ Rectangular fin
A, = tL,
L =L
A, = 2L, (Depth
Triangular fin
Fin efficiency, %
Fin efficiency, %
#%23
Transcribed Image Text:0/1 The thermal conductivity of Aluminum material at127°Cand 527 C are 240 and 218 W/m. K, respectively. Determine ko and B, constants for the used material. k=ko (1 + BT) is assumed with T in °C. 0/2 Heat is generated in a slab of 120 mm thickness with a conductivity of 200 W/m K at a rate of 106W/m. Determine the temperature at the mid and quarter planes if the surface of the solid on both sides are exposed to convection at 30°C with a convection coefficient of 500 W/m K. Also find the heat flow rate at these planes and the temperature gradients at these planes. 0/3 1. Determine the heat flow for (i) rectangular fins and (ii) triangular fin of 20 mm length and 3 mm base thickness. Thermal conductivity = 45 W/m K. Conwection coefficient h= 100 W/m K, base temperature = 120°C surrounding fluid temperature = 35°C. Determine also the fin effectiveness. 2. A circumferential fin on a pipe of 50 mm OD is 3 mm thick and 20 mm long. Using the property values and other parameters in 1, determine the: (i) %3D heat flow and effectiveness (ii) If the pitch is 10 mm, determine the increase in heat flow for 1 m length of pipe. Also determine the total efficiency. Circumterential rectangular fin Rectangular and Triangular fins 100 100 80 80 fac 60 60 40 40 20 20 0.5 1.0 1.5 2.0 2.5 3.0 0.5 1.0 1.5 2.0 2.5 3.0 0.5 0.5 h 1.5 1.5 L kAp kAp Le = L+ =, +L, A, = t(r-r) A, = 27(r-r) 4 =L+ Rectangular fin A, = tL, L =L A, = 2L, (Depth Triangular fin Fin efficiency, % Fin efficiency, % #%23
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