Tuesday, January 19, 2021
N13 (20210120_175411...20210119_201616)
Entropy, Barbour
Barbour quotes Gibbs as saying that a system of particles dispersing through infinite space cannot attain equilibrium. Yet in many cases, one may argue, the net vector of the particles reaches approx. 0 and stays that way as the particles disperse. For that, we would expect the system to have been "physically connected" when dispersion was initiated.
Subscribe to:
Post Comments (Atom)
Substack as band aid
A band can easily expand its social media presence by use of Substack, which prints and distributes emailed newsletters. Options...
-
At the bottom of this post is a list of each photo's file number. I would like to add that nicety to every post, but at present that loo... -
Between Tube Alloys XaX and Tube Alloys II XaX are all the files I have been able to locate that were uploaded by my flip phone and my Andro...
No comments:
Post a Comment