Understanding the Isothermal Process: Temperature and Internal Energy Explained

In summary, the equation Q = mc(delta T) is not the correct equation in this example for the system. The equation that is used is Q = W.
  • #1
101nancyma
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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
 
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  • #2


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.
 
  • #4


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
 

1. What is an urgent isothermal process?

An urgent isothermal process is a type of thermodynamic process in which the temperature of a system remains constant while the pressure and volume change. This process is considered "urgent" because it occurs quickly, without any delay or time for heat transfer to occur.

2. What is the significance of an urgent isothermal process?

An urgent isothermal process is important in thermodynamics because it allows us to study the behavior of a system under constant temperature conditions. This process is often used in real-life applications, such as in refrigerators and heat engines.

3. How is an urgent isothermal process different from an isothermal process?

An urgent isothermal process differs from a regular isothermal process in terms of the speed at which it occurs. In an urgent isothermal process, the changes in pressure and volume happen quickly, while in a regular isothermal process, the changes occur slowly and in equilibrium with the surroundings.

4. Can an urgent isothermal process be reversible?

No, an urgent isothermal process is irreversible. This is because the process occurs quickly, without any time for the system to reach equilibrium with its surroundings. Therefore, the system cannot be returned to its original state without external intervention.

5. What are some real-life examples of urgent isothermal processes?

Some real-life examples of urgent isothermal processes include the expansion and compression of gases in a combustion engine, the compression and expansion of air in a refrigerator, and the compression and expansion of air in a bicycle pump.

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