- #1
Clovis
- 17
- 2
Is it 0 K for a substance to have no entropy?Sorry. Just had to get that off my chest.
If the basic state of the system is not degenerate, then ##g = 1## and thus
$$
\lim_{T\to 0}S(T,p,V,\ldots)=S(T=0)=S_ {0}= k_B\cdot \log g = 0
$$
Thus, the entropy of a system disappears when the temperature approaches zero.
A slight correction.fresh_42 said:Nernst's theorem, the 3rd theorem of thermodynamics...
Entropy is a measure of the disorder or randomness in a system. It is a thermodynamic property that describes the amount of energy that is unavailable for work in a system.
No, entropy cannot be negative. The second law of thermodynamics states that the total entropy of a closed system will always increase over time, or at best remain constant. This means that entropy can never decrease, and therefore cannot be negative.
Entropy and temperature are directly proportional. As the temperature of a system increases, so does its entropy. This is because higher temperatures lead to increased molecular motion and therefore more disorder in the system.
There is no theoretical limit to how high entropy can be, but in practical terms, there is a limit. The maximum possible entropy for a given system is determined by its volume and energy content.
According to the third law of thermodynamics, a substance at absolute zero temperature (0K) would have zero entropy. This is because at 0K, the molecules of a substance would have no thermal energy and therefore no disorder or randomness.