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Old Mar 20th 2014, 11:50 AM   #1
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Join Date: Mar 2014
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Wigner Crystal

Hi,

I have to show that at low temperatures the heat capacity of two dimensional Wignar crystal lattice is propotional to T^4.

What I'm supposed to do? Do I need (grand)-canonical partition function or what?

Help, please.
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Old Mar 23rd 2014, 09:40 PM   #2
Pmb
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Originally Posted by jokke View Post
Hi,

I have to show that at low temperatures the heat capacity of two dimensional Wignar crystal lattice is propotional to T^4.

What I'm supposed to do? Do I need (grand)-canonical partition function or what?

Help, please.
Originally Posted by Razvan View Post
This is the theory for a laboratory session. If we have two hollow cylinders, one with radius r1 and the other with radius r7, the center of the first one being placed at a distance d from the center of the second one, what are the surfaces having the same electric potential?
The cylinder with radius r7 is connected to the ground, while the cylinder with radius r1 is charged. I should find a way to replace the cylinders with "lines", or if we look at a section, replace the circles with two points. The book says they use the electrical images method, but I've never studied it. Can you please explain how they arrived at those three relations in the attached picture?
I know how to find the electrical image of a single charge inside a grounded sphere, but the "inside circle" is not the ordinary charge.
Thank you!
Since you're new to this forum you may not have read the forum rules carefully. Please see Show your attempt at
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