An aluminum fin [k = 200 W/m.°C] 3.0 mm thick and 7.5 cm long protrudes from a wall, as shown below. The base is maintained at 300°C, and the ambient temperature is 50°C with h = 10 W/m2.C. Calculate the heat loss from the fin per unit depth of material. [Hint: correct for the tip, i.e use LJ dacen ™ h Pdx (T - T_) de e
An aluminum fin [k = 200 W/m.°C] 3.0 mm thick and 7.5 cm long protrudes from a wall, as shown below. The base is maintained at 300°C, and the ambient temperature is 50°C with h = 10 W/m2.C. Calculate the heat loss from the fin per unit depth of material. [Hint: correct for the tip, i.e use LJ dacen ™ h Pdx (T - T_) de e
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![An aluminum fin [k = 200 W/m.°C] 3.0 mm thick and 7.5 cm long
protrudes from a wall, as shown below. The base is maintained at
300°C, and the ambient temperature is 50°C with h = 10 W/m2.ºC.
Calculate the heat loss from the fin per unit depth of material.
[Hint: correct for the tip, i.e use L]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcc1f0895-3e88-478e-9b57-bd5425e70952%2Fefc75d2d-6159-49ce-b8f8-924b72e2a50c%2Fsf3uv7e_processed.jpeg&w=3840&q=75)
Transcribed Image Text:An aluminum fin [k = 200 W/m.°C] 3.0 mm thick and 7.5 cm long
protrudes from a wall, as shown below. The base is maintained at
300°C, and the ambient temperature is 50°C with h = 10 W/m2.ºC.
Calculate the heat loss from the fin per unit depth of material.
[Hint: correct for the tip, i.e use L]
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