1. The problem statement, all variables and given/known data Calculate the entropy change when 0.011m3 of a perfect gas at a constant temperature of 273K is compressed from an initial pressure 1x10^5 N/m/m to a pressure of 1x10^6 N/m/m. I know the equation but cannot work out Q!! Please help! 2. Relevant equations dS=Q/T 3. The attempt at a solution
Hi ricof, welcome to PF. Can you combine the First Law with what you know about the energy of an ideal gas at constant temperature?
Some more relevant equations. The first law [tex]\Delta E=Q+W[/tex] Work for isothermal expansion [tex]W=-nRTln\frac{V_{f}}{V_{i}}[/tex] If you combine this with what you know about change in internal energy at constant temperature, like Mapes said, and that integral of yours, you can figure out the answer.
Because T is constant, there is no change in internal energy right? And also, in the above equation for isothermal expansion, how is n calculated?
Ok, so as dE = 0, Q = -W and as PV = nRT, -W=PV ln (v1/v2) which is Q Thanks guys, my answer is correct. Thanks for helping!