Diffraction Lecture 17: Indexing Diffraction Patterns of Cubic Crystals
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- เผยแพร่เมื่อ 1 ก.ค. 2024
- In this lecture we look at the X-ray powder diffraction pattern of a cubic material and see how to calculate the 2-theta values of the diffraction peaks. We see that the positions of each and every diffraction peak is determined by the length of the unit cell edge and the X-ray wavelength. We finish by manually indexing the diffraction pattern of MgO.
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Thanks! This is the best video on XRD peak patterns on TH-cam for sure!
Thank you for your time and dedication to teaching!!!
This is really going to help me a lot ... in a few minutes you make us understand in the best possible way.
These lectures are amazing, thank you for creating them.
Are you studying chemistry?
One of the best lecture series on this topic. Thanks a lot.
Thank you. I'm glad you are finding the lectures useful.
Thank you very much. You make it very easy.
Thank you, it's very well explained.
Thank you! This really helped :)
Thank you very much, Can you do one for graphite?
Thanks!
Thank you for the help. But I am still a bit confused as to how you calculate hkl.
Good lecture
how will you find miller induces by Diffraction angle ?
24:09 why (h^2+k^2+l^2)=(1/d^2)/0.0567 ? Can you please explain how we made that conclusion, please?
Very interesting Professor. Can we talk by email please?
Rajesh prasad
IIT
Kanpur
7:59 isn't that math wrong? 1.54 / (2*sin(26.5/2)) = 1.22
Made a table on Excel and most of table values are wrong
To calculate the Sin function, we need to feed the value with the radians function or multiply the angle by Pi()/180 to get the actual value.