An Introduction to Thermal Physics
An Introduction to Thermal Physics
1st Edition
ISBN: 9780201380279
Author: Daniel V. Schroeder
Publisher: Addison Wesley
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Chapter 2.3, Problem 10P

Use a computer to produce a table and graph, like those in this section, for the case where one Einstein solid contains 200 oscillators, the other contains 100 oscillators, and there are 100 units of energy in total. What is the most probable macrostate, and what is its probability? What is the least probable macrostate, and what is its probability?

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Question d only. Please do it step by step and show how you do the integration for complex exponentials
Now consider a system too big for your program to handle: it has a total of 10000 oscillators, with 3000 quanta to be distributed between them. Block 1 has 7000 oscillators, and block 2 has 3000 oscillators. Think about what you observed above. For the most probable distribution of energy between the blocks: How many quanta would you expect to find in block 1? quanta in block 1 How many quanta would you expect to find in block 2? quanta in block 2
When you have the following state (picture bellow). What would be the formula to calculate the probaility Px,Pz and Py ? What is the difference when calculating in x, z and y?

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An Introduction to Thermal Physics

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