Astrophysics/Temperature of the cosmic radiation
Steve Nelson write :
the temperature of the cosmic radiation to date, is about 2.7 degrees kelvin.
I was wondering:
1) Is possible to calculate how much time will it take to drop down of 1 degrees for example from 2.7 to 1.7?
There is a formula to calculate it ?
2) I do not think will never go down to zero, but what do you think the minimum limit at which this temperature will go ?
I have already answered this question for you once before.
Expert: Steve Nelson
Nello Coppola write : sorry for the inconvenient, but i'm not able to found your answer, my be you can help me to found it ?
It was posted under my most recent answer. It was asked under a different name, but with the exact same phrasing and typographical errors. Are you two different people who asked the exact same question? That would make me think it was a homework question. See here:
You answered this question on 08/21/14
Subject: Temperature of the cosmic radiation
the temperature of the cosmic radiation to date, is about 2.7 degrees Kelvin.
I was wondering:
1) E 'possible to calculate how much time will it take to come down from 2.7 to 1.7?
2) I do not think will ever go down to zero, but what do you think the minimum limit at which this temperature will go down?
Answer: Well, perhaps you can get some guidance from http://www.cv.nrao.edu/course/astr534/CMB.html
for starters to help understand the thermodynamics behind the derivation. Basically, I'm going to estimate, since decoupling happened only a few hundred thousand years after the Big Bang (to the best knowledge of current models) and you're asking about something billions of years in the future. With the CMB currently at 2.725 K and the best known age of the universe at 13.8*10^9 years, if the universe closely fits Hubble's law for the next few billion years then the temperature of the universe will be inversely proportional to its size scale...and hence roughly behave in such a manner to its age. That means that the universe has to expand until it is 21.9 billion years old to reach 1.7 K. Roughly. Models of the universe that contain dark energy, which seems to be causing the universe to accelerate as it expands, could shorten this time. That's an advanced topic, and no one is perfectly sure exactly what dark energy is, so it's a little beyond the scope of this forum.