Into the Night
Verified User
Entropy itself is NOT time, but the direction of time is determined by the 2nd law of thermodynamics.Given that usually entropy is considered the "hallmark" of time (ie non-symmetrical, one direction), I'm curious how entropy goes "cyclical".
I understand the concept that entropy can be a negative term in those cases where energy is added TO a system, but if we are talking about the universe here and the law that in a closed system (eg the universe) entropy always increases I'm curious about your "demonstration".
This law states: e(t+1) >= e(t). In other words, entropy always increases or stay the same for any given system (including the entire universe).
Since the universe has no known boundary, time has no meaning, entropy stays the same e(t+1) = e(t), which still satisfies the 2nd law of thermodynamics.
The universe itself is not a closed system, but the 2nd law of thermodynamics still applies. It refers to ANY given system, even an entire universe with no known boundaries.