(adsbygoogle = window.adsbygoogle || []).push({}); 1. The problem statement, all variables and given/known data

A measure of 0.5kg of water is placed in a 0.2kg aluminium tray, both initially at 288k and placed in a fridge that is kept at 268k. How long will it take to freeze the water and lower the temperature to –5celcius if the rate of removal of heat energy by the fridge is 2kJ each minute?

2. Relevant equations

specific heat of water =4.2*10^3 J/kg/K

Specific latent heat of Fusion of water = 3.4*10^5 J/kg

3. The attempt at a solution

I got that the total energy removed from the 0.5kg of water needs to be 6366J so a total of 106.1minutes is needed and the answers at the back of the book gave this figure as well. My question is what about the aluminium tray? Energy removal from the fridge removes heat randomly so of the 106.1 minutes it doesn’t always remove heat from the water but should also remove heat from the aluminium as well? So it should take more than 106.1 minutes in reality wouldn’t it? How about double that since on average, in 50% of the time heat is removed from the water and the other 50% of the time, heat is removed from the aluminium. How would you go about it? I find it hard to believe that the book suggests the fridge will only remove heat from the water and none from the tray.

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# Spread of energy in fridge?

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