G
Guanqun G
Guest
i was recently presented a thought experiment demonstrating the idea that the entropy of the universe must only increase.
An arbitrary system exchanging heat dQ with the surrounding
The entropy change of the system is given by
dS(sys) >/= dQ/T(sys) where T is the temperature
now what bothers me is the statement that the entropy of the surrounding is given by
dS(sur) = -dQ/T(sur)
why is the entropy change of the surroundings STRICTLY only equivilent to -dQ/T(sur)?
many thanks
An arbitrary system exchanging heat dQ with the surrounding
The entropy change of the system is given by
dS(sys) >/= dQ/T(sys) where T is the temperature
now what bothers me is the statement that the entropy of the surrounding is given by
dS(sur) = -dQ/T(sur)
why is the entropy change of the surroundings STRICTLY only equivilent to -dQ/T(sur)?
many thanks