do you think that the relationship dP/dT = -alfa/k at costant V, deduced by 25362 post, is right? If so, T increase involves to P decrease, contrary to reality.
can you spend any words to make me understanding?
thanks
[(?V/?T)p]/[(?V/?P)t] doesn't equal ?P/?T as the two partial differentials are at different conditions. One is at constant pressure and the other one is at constant temperature.
This particular question was discussed atleast in 10 threads. For example,