Understanding the Isothermal Process: Temperature and Internal Energy Explained

AI Thread Summary
In an isothermal process, the temperature remains constant, resulting in no change in internal energy, which means that heat (Q) equals work (W). The equation Q=mc(delta T) does not apply to the system itself during this process, as it is only relevant for the surroundings. When a piston is drawn up, the system cools, and energy must be added to maintain constant temperature, while compression requires heat expulsion. This principle is specific to ideal gases, and variations exist for other systems. Understanding these dynamics clarifies the relationship between heat and work in isothermal processes.
101nancyma
Messages
8
Reaction score
0
Urgent!Isothermal process

Hi guys. i have a very short question. In an isothermal process, change is temperature is zero, so change in internal energy is zero, thus Q=W. The part that i am confused is that if Q=mc(deltaT) then should be a change in temperature in the isothermal process?
Thanks a lot
 
Science news on Phys.org


Q = mc(delta T) is not the correct equation in this example for the system. It has already been stated that Q must equal W in an isothermal process.

Think of it this way, if the system is a piston and the piston is drawn up then the system should cool. To keep the system at a constant temperature, the system is heated with the same energy that is extracted through work. Likewise, if the system is compressed then the system will have to expel heat to maintain its temperature.

If the system were in some kind of medium (air, water, etc) then the equation Q=mc(delta T) can be used for the surroundings.

Hope this helps.
 
Last edited by a moderator:


bucher said:
Q = mc(delta T) is not the correct equation in this example for the system. It has already been stated that Q must equal W in an isothermal process.

Think of it this way, if the system is a piston and the piston is drawn up then the system should cool. To keep the system at a constant temperature, the system is heated with the same energy that is extracted through work. Likewise, if the system is compressed then the system will have to expel heat to maintain its temperature.

If the system were in some kind of medium (air, water, etc) then the equation Q=mc(delta T) can be used for the surroundings.

Hope this helps.

I totally understand now..thanks alot
 
Back
Top