- #1
springwave
- 18
- 0
"change" in entropy
While reading a textbook on introductory thermodynamics , I came across the following-
"When a system is in equilibrium, the entropy is maximum and the change in entropy ΔS is zero "
And also
"We can say that for a spontaneous process, entropy increases till it reaches a maximum, at equilibrium where the change in entropy is zero "
(here entropy refers to total entropy, ie system plus surroundings)
I fail to understand how one can define "change" for an instant.
Like "change of entropy is zero at equilibrium". To define change we need to compare two different states. In this case, equilibrium is one of the states. What is the other state to which it is being compared to? Is it the initial state of the system?
How do we calculate this "change in entropy", at various instants of the process? Can we write it as a function of time?
(I have the same problem with free energy, they always say "change in free energy is zero at equilibrium")
While reading a textbook on introductory thermodynamics , I came across the following-
"When a system is in equilibrium, the entropy is maximum and the change in entropy ΔS is zero "
And also
"We can say that for a spontaneous process, entropy increases till it reaches a maximum, at equilibrium where the change in entropy is zero "
(here entropy refers to total entropy, ie system plus surroundings)
I fail to understand how one can define "change" for an instant.
Like "change of entropy is zero at equilibrium". To define change we need to compare two different states. In this case, equilibrium is one of the states. What is the other state to which it is being compared to? Is it the initial state of the system?
How do we calculate this "change in entropy", at various instants of the process? Can we write it as a function of time?
(I have the same problem with free energy, they always say "change in free energy is zero at equilibrium")