4-134 In a meat processing plant, 10-cm-thick beef slabs (p = 1090 kg/m³, c, = 3.54 kJ/kg-K, k = 0.47 W/m-K, and a - 0.13 x 10- m²/s) initially at 15°C are to be cooled in the racks of a large freezer that is maintained at –12°C. The meat slabs are placed close to each other so that heat transfer from the 10-cm-thick edges is negligible. The entire slab is to be cooled below 5°C, but the temperature of the steak is not %3D Air Meat -12°C 10 cm

Elements Of Electromagnetics
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4–134 In a meat processing plant, 10-cm-thick beef slabs
(p = 1090 kg/m³, c, = 3.54 kJ/kg-K, k = 0.47 W/m-K, and
a = 0.13 × 10-6 m²/s) initially at 15°C are to be cooled in
the racks of a large freezer that is maintained at –12°C. The
meat slabs are placed close to each other so that heat transfer
from the 10-cm-thick edges is negligible. The entire slab is to
be cooled below 5°C, but the temperature of the steak is not
Air
Meat
-12°C
10 cm
FIGURE P4-134
to drop below –1°C anywhere during refrigeration to avoid
"frost bite." The convection heat transfer coefficient and thus
the rate of heat transfer from the steak can be controlled by
varying the speed of a circulating fan inside. Determine the
heat transfer coefficient h that will enable us to meet both
temperature constraints while keeping the refrigeration time
to a minimum. Answer: 9.9 W/m²-K
Transcribed Image Text:4–134 In a meat processing plant, 10-cm-thick beef slabs (p = 1090 kg/m³, c, = 3.54 kJ/kg-K, k = 0.47 W/m-K, and a = 0.13 × 10-6 m²/s) initially at 15°C are to be cooled in the racks of a large freezer that is maintained at –12°C. The meat slabs are placed close to each other so that heat transfer from the 10-cm-thick edges is negligible. The entire slab is to be cooled below 5°C, but the temperature of the steak is not Air Meat -12°C 10 cm FIGURE P4-134 to drop below –1°C anywhere during refrigeration to avoid "frost bite." The convection heat transfer coefficient and thus the rate of heat transfer from the steak can be controlled by varying the speed of a circulating fan inside. Determine the heat transfer coefficient h that will enable us to meet both temperature constraints while keeping the refrigeration time to a minimum. Answer: 9.9 W/m²-K
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