Heat transfer for a cold water dispensor.

AI Thread Summary
For a cold water dispenser project, standard heat transfer equations apply regardless of whether heat is being extracted or added, as "cold" is simply the absence of heat. The user is able to calculate the heat extraction needed to lower water temperature from 25°C to 0°C but struggles with the time calculation involving the aluminum container. To address this, it's essential to calculate the thermal resistance of the aluminum casing. Setting up a thermal-equivalent electrical circuit can help solve the transient heat transfer problem. Understanding these principles will aid in effectively designing the water dispenser.
kgmilano
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good afternoon


i have a project to build a water dispenser. I'm strugling with heat transfer equations since it's cold that is being transfered. do i use the standard heat transfer equations even for cold? which equations do i use. water will be inside a 100x100x150 (1.5 litres) casing made out of aluminium.

thanks
 
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Any heat transfer problem comes down to the transfer of heat. "Cold" is not a physical manifestation in heat transfer; there is only the absence of heat.

So yes, you use all the same equations.
 
thank you for the help. it's highly appreciated. I'm able to calculate the amount of heat to be exracted in order to decrease water from 25 deg to 0 deg and the time it takes. but i don't know how to calculate the time with the aluminuim as the container.
 
You'll have to calculate the thermal resistance of your aluminum container, and then set up a thermal-equivalent electrical circuit to solve the transient problem.
 
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