An ice box is made of wood 1.75 cm thick lined inside with cork 2 cm thick. If the temperature of inner surface of the cork is steady at 0 degree celsius and that of outer surface of wood is 12 degree celsius, what is the temperature of interface?
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Answer :- 10.2° C
Thickness of wood = d = 1.75 cm = 0.0175 m
Thickness of cork = 2 cm = 0.02 m
During steady state,
( Q/t ) w = (Q/t) c ---here w = wood, c = cork
[KA(Θ1 - Θ2)/d] wood = [KA(Θ1 - Θ2)/d ] cork
5KA(12-Θ) / 0.0175 = KAΘ /0.02
Solving, above we get Θ = 10.2° C
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