I have a fairly basic (I hope) question:(adsbygoogle = window.adsbygoogle || []).push({});

Given:

I'm heating, via convection, a constant sized spherical mass (Let's say m=1g) with a consistent surface area (Let's say SA = 1cm^2) at a constant temperature, Tc, (Let's say Tc = 60ºC) for a time, t = 60 minutes. Let us assume that the mass has an initial temperature (Ti) of 20ºC and after 60 minutes the temperature (Tf) of the mass will equal 50ºC. In a similar scenario (m=1g, SA=1cm^2, Ti=20ºC) how long will it take the mass to equal 50ºC if the new constant ambient temperature equals 100ºC?

Experiment 1:

m = 1g

SA = 1cm^2

Ti = 20ºC

Tc = 60ºC

Tf = 50ºC

t = 60 min

Experiment 2:

m = 1g

SA = 1cm^2

Ti = 20ºC

Tc = 100ºC

Tf = 50ºC

t = ?? min

How would I figure this out? Assuming any necessary chemical or physical properties can be found for the mass.

Any information would be greatly appreciated!

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# Heat Transfer

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