@@fleurdepapaye9635taking reciprocal helps better understand the large number of parallel planes in real lattice, bcz they're all represented by one single vector in reciprocal space
Students created short videos using Wolfram Mathematica software to create visualizations. See the course on MIT OpenCourseWare for more info at: ocw.mit.edu/RES-3-004F17. Best wishes on your studies!
clear and understandable, thanks!
very clear and studentfriendly video, congrats!
is that oblique lattice angle is greater than 90 degree? i think the picture shows that in contrast. 1:14 thank you!
Yeah....also noticed...It should be less than 90°...as it's greater than 90° for hexagonal
Thank you for the great video. It really helped me understand the topic better! Is the program to visualize the lattices for free?
You can get a 15-day trial of Mathematica www.wolfram.com/mathematica/, at least in the U.S.
1:17 the angle is not greather than 9p degrees.
Muchas gracias!
great video:)!
Reciprocal lattice in 3D lattice does not work in the notebook in Mathematica, shows error
great
Can you link the visualation software please
The software is Mathematica www.wolfram.com/mathematica/
This feels like the equivalent of asking for a python script and getting a response of “apt install python”🫠
Reciprocal lattice in 3D lattice does not work in the notebook in Mathematica! Pls fix this
but why does it occur that way?
I understand what happens in reciprocal space when you change a parameter in real space but I don't understand why? Can someone please explain?
Simply because the reciprocal space vector is the inverse of the real space vector. E.g. 1/a*=a (for cubic cells)
@@wietse6672 not answering the question thoug, why is it reciprocal?
@@fleurdepapaye9635taking reciprocal helps better understand the large number of parallel planes in real lattice, bcz they're all represented by one single vector in reciprocal space
please what is the name of this program you are seeing the lattices on ?
Students created short videos using Wolfram Mathematica software to create visualizations. See the course on MIT OpenCourseWare for more info at: ocw.mit.edu/RES-3-004F17. Best wishes on your studies!
👍🏼
how can I get this software？
Any student project materials that we do have are on MIT OpenCourseWare at: ocw.mit.edu/RES-3-004F17. Best wishes on your studies.
Where is the attached note
I checked all sides of my phone and didn't find it attached.
@@RoulDukeGonzo what
not good