In my PlanetPTC post of February 3, I did not mean to shift the discussion away from Edwin Hubble and toward John Mather. It is just that the age and temperature of the universe are intimately related.
If Edwin Hubble can be said to have determined the age of the universe by means of his galactic recessional velocity vs. distance graph, then John Mather and his COBE colleagues took the temperature of the universe.
Because what John Mather and the COBE team showed is that the universe, as it exists today, behaves exactly like a black body radiating at 2.725 degrees Kelvin.
Given that it took the universe 13.7 billion years to cool down to its present temperature of 2.725 degrees Kelvin, as measured by the COBE team, how long will it take for the universe to cool down by one more degree, to 1.725 degrees Kelvin?
Using Hubble's and Mather's results, we can answer this question, at least to a first approximation. And we do not have to use any high-powered math or physics to come up with a reasonable answer.
So how long do you think it will take for the universe to cool down by one more Kelvin degree? Choose one:
A. A year.
B. A hundred years.
C. A thousand years.
D. A million years.
E. Much longer.
Or can you calculate an answer? (Hint: see the graph below.)
To see what I have calculated, download the attached Mathcad 15 worksheet or its rendering in Adobe PDF format.
