Derving compton effect formula - SIMPLY

AI Thread Summary
The discussion revolves around the difficulty of deriving the Compton effect formula, particularly for someone who struggles with physics concepts. The original poster seeks a detailed explanation but is advised that a full derivation is extensive and similar to textbook content. Participants suggest that understanding special relativity is crucial before attempting the derivation. There is a consensus that without knowing the individual's current knowledge level, providing effective help is challenging. The conversation highlights the importance of foundational physics understanding in tackling complex derivations.
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Hi,

I am trying to derive the compton effect formula.

I am not very good at physics, however, I am trying to get better!

WILL YOU PLEASE EXPLAIN EVERYTHING YOU DO!

Thanks- really appreciated!

:smile:
 
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WILL YOU PLEASE EXPLAIN EVERYTHING YOU DO!
I thought YOU are trying to derive it?
Where did you get problems?

There are many textbooks covering this derivation, you can check them for hints how to do it.
 
Cant follow textbooks

Hi, unfortunately I can't really follow the textbooks- like I said, not very good at physics.

If you could help me out in deriving it, that would be great! thanks
 
mfb said:
Where did you get problems?

Do not expect that someone posts a full derivation here - it is a lot of work, and it would look similar to the derivations in the textbooks, so there is no point in that.

If you don't know the required physics (special relativity), it might be useful if you start learning this first.
 
cool, thanks. Will start my learning what special relativity is. Thanks.

Also, in our lecture course we got told that we should be able to derive this... and so as I couldn't understand more that conservation of momentum, I thought I should ask.
 
https://www.physicsforums.com/blog.php?b=3588

Without knowing what you know and what you don't know, there is no way anyone can present any kind of help. What will inevitably happen is that every time we introduce something which we think you should know, we end up back-tracking because we have to explain that!

Zz.
 
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