Cooling jug physics

We discuss the physics of the pot-in-pot cooler. By balancing temperature decrease due to evaporation and temperature increase due to heat exchange, we find the equilibrium temperature of the pot. In this simplified model, the cooling jug acts as a psychrometer, and the theoretical prediction of our...

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Main Authors: Luniachek Oleh, Timchenko Ruslan, Golubov Oleksiy
Format: Article
Language:English
Published: EDP Sciences 2017-01-01
Series:Emergent Scientist
Subjects:
Online Access:https://emergent-scientist.edp-open.org/articles/emsci/full_html/2017/01/emsci170007/emsci170007.html
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author Luniachek Oleh
Timchenko Ruslan
Golubov Oleksiy
author_facet Luniachek Oleh
Timchenko Ruslan
Golubov Oleksiy
author_sort Luniachek Oleh
collection DOAJ
description We discuss the physics of the pot-in-pot cooler. By balancing temperature decrease due to evaporation and temperature increase due to heat exchange, we find the equilibrium temperature of the pot. In this simplified model, the cooling jug acts as a psychrometer, and the theoretical prediction of our model is in a good agreement with psychrometric tables. Next, we study dynamics of the jug cooling. The cooling rate is limited by water vapour diffusion through air, heat conduction through air, and heat conduction through the body of the jug. The derived rate of temperature decrease is in general agreement with the result of our experiment. In the end, we discuss some additional factors, such as capillary effects in the raw clay, water viscosity in the capillaries, and impact of complex shape of the jug.
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spelling doaj.art-7f7dc8189a0e468094ea44b575888fa42022-12-21T22:21:20ZengEDP SciencesEmergent Scientist2556-87792017-01-011510.1051/emsci/2017005emsci170007Cooling jug physicsLuniachek OlehTimchenko RuslanGolubov OleksiyWe discuss the physics of the pot-in-pot cooler. By balancing temperature decrease due to evaporation and temperature increase due to heat exchange, we find the equilibrium temperature of the pot. In this simplified model, the cooling jug acts as a psychrometer, and the theoretical prediction of our model is in a good agreement with psychrometric tables. Next, we study dynamics of the jug cooling. The cooling rate is limited by water vapour diffusion through air, heat conduction through air, and heat conduction through the body of the jug. The derived rate of temperature decrease is in general agreement with the result of our experiment. In the end, we discuss some additional factors, such as capillary effects in the raw clay, water viscosity in the capillaries, and impact of complex shape of the jug.https://emergent-scientist.edp-open.org/articles/emsci/full_html/2017/01/emsci170007/emsci170007.htmlphase transitionsphysical kinetics
spellingShingle Luniachek Oleh
Timchenko Ruslan
Golubov Oleksiy
Cooling jug physics
Emergent Scientist
phase transitions
physical kinetics
title Cooling jug physics
title_full Cooling jug physics
title_fullStr Cooling jug physics
title_full_unstemmed Cooling jug physics
title_short Cooling jug physics
title_sort cooling jug physics
topic phase transitions
physical kinetics
url https://emergent-scientist.edp-open.org/articles/emsci/full_html/2017/01/emsci170007/emsci170007.html
work_keys_str_mv AT luniachekoleh coolingjugphysics
AT timchenkoruslan coolingjugphysics
AT golubovoleksiy coolingjugphysics