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Crystallographic Planes
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- Опубликовано: 2 фев 2019
- This is the 2nd portion of a lecture covering crystallographic directions and planes within metallic and ceramic crystal structures. This is from Chapter 3 of the Principles of Engineering Materials Course (ET 2300) at Ohio University
This video is time-stamped as follows:
Super Bowl 53? 0:16
Introduction 0:32
Finding Miller Indices for Planes 2:36
Miller Indices Exercise 1 9:11
Miller Indices Exercise 2 14:10
Sketching Planes from Miller Indices 17:49
Calculating Planar Density 26:10
This is how this subject should be taught, great video, a crystal clear explanation
The best teacher by far on explaining crystallographic planes
I am indeed a very big fan of this man's voice.
Simp
Finally understood miller indices after much effort. Thanks
Thank you very much professor, please be well!!!
Thanks for your lecture!
Thank you for the great lecture
very well explained. thank you very much
Great explanation, thank you for the lecture!
Thanks, I can go for my test now
Amazing explanations
Awesome articulation thank you so much
This was so helpful! Thank you!
Dr. Daramola thank you for the video. How are we going to move our origin when we want to sketch a plane with two negatives indices?
simply exquisite
legend, thanks
Thanks so much I've understood very well
I wish that you were my professor.. thank you for your video
thank you very much sir, this lecture is so helpful and it covers all the important notes , by watching this lecture Material students can solve their questions and be prepared to their exam . thanks a lot again
I wonder which book is this problem ((:11) from?
good lecture thanks!
How did you u added center aton on the 100 plane? I would be believe (100) plane is most likely a primitive cubic, thus, if we assume cubic. Do u mind explaining how u arrived at a BCC?
Are you referring to the image at 28:07? That center atom is not in the (1 0 0) plane for BCC. What you are viewing is what one would see if they were looking at the BCC unit cell from the side. You would see the center atom but it would not be at the same level as the (1 0 0) plane. Notice the planar density calculation does not include the center atom.
Thank you! Now I can do my materials assignment
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@Landyn Junior instablaster ;)
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@Landyn Junior You are welcome :)
Thanks prof
thanks
Très bien
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