Why Are Isothermal Process Assumptions Necessary in Thermodynamics?

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The assumptions in the textbook regarding gas behavior in contact with a heat reservoir and slow compression or expansion processes are essential for analyzing ideal thermodynamic systems. These conditions allow the gas to maintain a constant temperature, facilitating the study of reversible isothermal processes. Understanding these ideal scenarios simplifies the analysis of real systems, which are often more complex. The discussion highlights that without these assumptions, basic thermodynamic analysis would be challenging for introductory students. Ultimately, these foundational concepts are crucial for grasping the efficiency of real-world thermodynamic systems.
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In my textbook (Physics Principles With Applications - Giancoli 7th Edition) it states that

"We assume the gas is in contact with a heat reservoir (a body whose mass is so large that, ideally, its temperature does not change significantly when heat is exchanged with our system). We also assume that a process of compression or expansion is done very slowly, so that the process can be considered a series of equilibrium states all at the same constant temperature."

I am trying to wrap my head around why these assumptions were made.

Thanks!
 
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trojanviking said:
In my textbook (Physics Principles With Applications - Giancoli 7th Edition) it states that

"We assume the gas is in contact with a heat reservoir (a body whose mass is so large that, ideally, its temperature does not change significantly when heat is exchanged with our system). We also assume that a process of compression or expansion is done very slowly, so that the process can be considered a series of equilibrium states all at the same constant temperature."

I am trying to wrap my head around why these assumptions were made.

Thanks!

Pressure, volume and temperature are dependant on each other

When volume expands, pressure will drop and to keep the temperature constant, you have to get heat from the enviroment(cooling it).
Heat transfer needs time, so to have minimum temperature fluctuations is better to expand the volume slowly .

By compression, volume gets smaller and pressure rises.
To keep the temperature constant, you have to transfer heat to the environment (heating it)
 
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trojanviking said:
In my textbook (Physics Principles With Applications - Giancoli 7th Edition) it states that

"We assume the gas is in contact with a heat reservoir (a body whose mass is so large that, ideally, its temperature does not change significantly when heat is exchanged with our system). We also assume that a process of compression or expansion is done very slowly, so that the process can be considered a series of equilibrium states all at the same constant temperature."

I am trying to wrap my head around why these assumptions were made.
I expect that the author wants to describe a reversible isothermal process.

AM
 
trojanviking said:
In my textbook (Physics Principles With Applications - Giancoli 7th Edition) it states that

"We assume the gas is in contact with a heat reservoir (a body whose mass is so large that, ideally, its temperature does not change significantly when heat is exchanged with our system). We also assume that a process of compression or expansion is done very slowly, so that the process can be considered a series of equilibrium states all at the same constant temperature."

I am trying to wrap my head around why these assumptions were made.

Thanks!

Unless those assumptions are made, there is no way to do basic analysis for ideal systems. And doing in-depth analysis of thermodynamic systems would require higher levels of proficiency in both mathematics and physics than someone taking an introductory thermo class would be expected to have going into it. And it's good to know what an ideal systems behave in terms of analyzing efficiency of real ones.

We all learn to crawl before walking. And from there it still takes a lot of training and dedication to run a marathon.
 
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