Urmi Roy
- 743
- 1
This time I'm really really really confused...
Here's what it is..please help...
The clausius inequality says that for an irreversible process,(sum of Q/T)<del S...where S is the entropy change of a reversible process acting between the same two points on the T -S diagram...however,the (sum of Q/T)is basically the entropy change of the irreversible process(acting between two specific points on T-S diagram)...so shouldn't that be greater than the S (entropy change in the reversible process acting between the same two pints on the T-S diagram)?
On the other hand,entropy is a point function...so the (sum of Q/T) for irreversible process which is basically the entropy change for the irreversible process should be equal to the entropy change delS of the reversible process acting between the same two points on the T-S diagram...
Here's what it is..please help...
The clausius inequality says that for an irreversible process,(sum of Q/T)<del S...where S is the entropy change of a reversible process acting between the same two points on the T -S diagram...however,the (sum of Q/T)is basically the entropy change of the irreversible process(acting between two specific points on T-S diagram)...so shouldn't that be greater than the S (entropy change in the reversible process acting between the same two pints on the T-S diagram)?
On the other hand,entropy is a point function...so the (sum of Q/T) for irreversible process which is basically the entropy change for the irreversible process should be equal to the entropy change delS of the reversible process acting between the same two points on the T-S diagram...