Questions in Statistical mechanics.2nd.ed-k.Huang

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In summary, the conversation discusses the concept of Qi, which represents the amount of heat absorbed or rejected during a cycle in a system. The net result of the cycle is the conversion of the absorbed heat into work.
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page 14-15.

...Let Qi be the amount of heat absorbed by the system during the ith step from the heat reservoir of temperature Ti. ...


(a)...
(b)...
(c) rejects amount of heat Qi to Ti.


I want know what the Qi means.


if absorbed heat , Qi =Q > 0 (postulate Q is positive)
if reject heat, Qi=-Q<0




Line 10

Consider one cycle of the combined operation Q+{C1+C2+...+Cn}. The net result of this cycle is that an amount of heat
Q0=Sigma[Qi(0)]=T0 Sigma[Qi/Ti]
is absorbed from the reservoir T0 and converted entirely into work, with no other effect.



I think the net result of this cycle is following

Q = Sigma[Qi(0)] - T0 Sigma[Qi/Ti]

what's wrong?
 
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No, that's not correct. The equation you wrote suggests that the net result of the cycle is zero, which is not correct. The correct equation should be Q0 = Sigma[Qi(0)] = T0 Sigma[Qi/Ti], which means that an amount of heat Q0 is absorbed from the reservoir T0 and converted entirely into work.
 

Related to Questions in Statistical mechanics.2nd.ed-k.Huang

1. What is Statistical Mechanics?

Statistical Mechanics is a branch of physics that uses statistical methods to explain and predict the behavior of a large number of particles or objects. It provides a link between microscopic and macroscopic properties of a system.

2. Who is the author of "Questions in Statistical mechanics.2nd.ed-k.Huang"?

The author of "Questions in Statistical mechanics.2nd.ed-k.Huang" is Kai Huang, a renowned physicist and professor at the University of Rochester.

3. What topics are covered in this book?

This book covers a wide range of topics in Statistical Mechanics, including thermodynamics, equilibrium statistical mechanics, non-equilibrium statistical mechanics, and phase transitions.

4. Is this book suitable for beginners in Statistical Mechanics?

No, this book is not suitable for beginners as it assumes prior knowledge of basic concepts in Statistical Mechanics. It is intended for graduate students and researchers in the field.

5. Are there any resources provided in this book for further learning?

Yes, the book includes exercises and problems at the end of each chapter for readers to practice and deepen their understanding of the concepts. It also includes references for further reading on each topic.

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