9. Fin efficiency is defined as: tanh (mL) (hP/k Ac)1/2 (heat transfer with fin) / (heat transfer without fin) (actual heat transfer through fin) / (heat transfer assuming all fin is at T = Tb) (Tx=L-Tf)/(Tb-Tf) 10. For an infinite fin, the temperature distribution is given by: (T-Tf)/(Tb-Tf)=e-mx. The heat flow through the fin is therefore given by: k (Tb-Tf)/L zero, because the fin is infinite infinite because the fin is infinite (Tb-Tf) (h P/k Ac)1/2 (Tb – Tf) (h_P/ k Ac)1/2 tanh (mL) 11. The Biot number, Bi, is defined as: • Bi=hk/L • Bi=hL/k • Bi= k/LH • Bi=qL/k • Bi=p UL/k 12. For a plate of length L, thickness, t, and width, W, subjected to convection on the two faces of area L x W. What is the correct length scale for use in the Biot number? L . W . t/2 • L/2 13. If Bi << 1, then this implies: heat transfer is negligible the surface is insulated conduction is time dependent temperature variations within the solid are negligible temperature variations within the solid are significant

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Chapter2: Steady Heat Conduction
Section: Chapter Questions
Problem 2.21P
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Conduction
Heat Transfer
X
material (a)
material (b)
.
both (a) and (b) have the same thermal conductivity
the temperature distribution is independent of thermal conductivity
it's not that simple
9. Fin efficiency is defined as:
• tanh (mL)
(hP/k Ac)1/2
(heat transfer with fin) / (heat transfer without fin)
(actual heat transfer through fin) / (heat transfer assuming all fin is at T = Tb)
(Tx=L-Tf)/(Tb-Tf)
10. For an infinite fin, the temperature distribution is given by: (T-Tf)/(Tb-Tf)= e-mx. The
heat flow through the fin is therefore given by:
k (Tb-Tf)/L
●
zero, because the fin is infinite
●
infinite because the fin is infinite
● (Tb-Tf) (hP/k Ac)1/2
●
(Tb – Tf) (h P / k Ac)1/2 tanh (mL)
11. The Biot number, Bi, is defined as:
• Bi=hk/L
• Bi=hL/k
• Bi= k/LH
• Bi=qL/k
• Bi=p UL/k
12. For a plate of length L, thickness, t, and width, W, subjected to convection on the two faces
of area L x W. What is the correct length scale for use in the Biot number?
. L
● W
● t
• t/2
• L/2
13. If Bi << 1, then this implies:
• heat transfer is negligible
●
the surface is insulated
conduction is time dependent
temperature variations within the solid are negligible
.
temperature variations within the solid are significant
Transcribed Image Text:Conduction Heat Transfer X material (a) material (b) . both (a) and (b) have the same thermal conductivity the temperature distribution is independent of thermal conductivity it's not that simple 9. Fin efficiency is defined as: • tanh (mL) (hP/k Ac)1/2 (heat transfer with fin) / (heat transfer without fin) (actual heat transfer through fin) / (heat transfer assuming all fin is at T = Tb) (Tx=L-Tf)/(Tb-Tf) 10. For an infinite fin, the temperature distribution is given by: (T-Tf)/(Tb-Tf)= e-mx. The heat flow through the fin is therefore given by: k (Tb-Tf)/L ● zero, because the fin is infinite ● infinite because the fin is infinite ● (Tb-Tf) (hP/k Ac)1/2 ● (Tb – Tf) (h P / k Ac)1/2 tanh (mL) 11. The Biot number, Bi, is defined as: • Bi=hk/L • Bi=hL/k • Bi= k/LH • Bi=qL/k • Bi=p UL/k 12. For a plate of length L, thickness, t, and width, W, subjected to convection on the two faces of area L x W. What is the correct length scale for use in the Biot number? . L ● W ● t • t/2 • L/2 13. If Bi << 1, then this implies: • heat transfer is negligible ● the surface is insulated conduction is time dependent temperature variations within the solid are negligible . temperature variations within the solid are significant
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