Can Radiative Heat Transfer Change the Temperature of an Object in a Vacuum?

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SUMMARY

Radiative heat transfer can indeed change the temperature of an object within a vacuum by placing the vacuum container in a hotter or colder environment. The object will stabilize at the temperature of the vacuum chamber walls, demonstrating the principles of radiation, conduction, and convection. The discussion highlights that conduction occurs only if there is direct contact between the object and the chamber walls, while radiation is the primary mechanism for heat transfer in a vacuum. The Stefan-Boltzmann law, which states that radiative heat transfer is proportional to the fourth power of the absolute temperature (T^4), is crucial for understanding this process.

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If something, an object at temperature T, is inside of a vacuum container, can you get that object to change its temperature by placing the container in say a hotter or colder environment. If so, how does the heat transfer?
 
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If you place an object inside of a vacuum chamber it will stabilize at the same temperature as the walls of the vacuum chamber. Change the wall temperature and the object will follow. This is an example of radiation heat transfer. There are 3 main heat transfer mechanisms, radiation (this is how we receive energy from the sun); convection, how rooms are heated; and conduction, how heat is transferred from a pan to boil water.
 
Conduction can also happen from the surfaces of the conr=tainer to the object-integral.
 
That's true if the object is in fact touching the inner chamber wall, and there is contact between the inner and outer chambers. A Thermos bottle, you'll note, is designed to minimize the contact area between the two shells. In the case of something suspended by an thread in a vacuum chamber, there'd be virtually no conduction.
 
it depends danger, if I am not mistaken heat transfers with that log formula, what i mean to say is that if the heat difference between the hanging object and the wall is very different, then the transfer would be quick
 
That's why cryogenic dewars have polished, silvered walls: they reflect IR and so reduce radiative heat transfer.

edit: I don't think it's "logarithmic", for radiative heat transfer I believe it goes as to T^4.
 
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