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Darkmisc
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Is it correct to say that the Ewald sphere and Brillouin Zone are both representations of k'=k+G?
I'm comfortable with the construction of the Ewald sphere, but don't quite see how a BZ represents k'=k+G.
Can anyone explain how the construction of a BZ represents k'=k+G and whether it provides any information that one can't represent with an Ewald sphere?
Thanks
I'm comfortable with the construction of the Ewald sphere, but don't quite see how a BZ represents k'=k+G.
Can anyone explain how the construction of a BZ represents k'=k+G and whether it provides any information that one can't represent with an Ewald sphere?
Thanks