// A hexagon with prime vectors in real space: V3a V3a X+ y & c=cz & b' %3D Where x, y and z vector modules for the blades calculated: a - Size of the primary cell in real space 2- primary vector for the decline
// A hexagon with prime vectors in real space: V3a V3a X+ y & c=cz & b' %3D Where x, y and z vector modules for the blades calculated: a - Size of the primary cell in real space 2- primary vector for the decline
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![Q// A hexagon with prime vectors in real space:
За
X+
V3a
a
y & b'
X+
y & c=cz
Where x, y and z vector modules for the blades calculated:
a - Size of the primary cell in real space
b- primary vector for the decline](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9b5c3b02-88d7-4d85-aa36-4f943e593a97%2F1f9494f4-0581-4d54-8ab1-0f40d2b08c7f%2Fuhfr2j_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q// A hexagon with prime vectors in real space:
За
X+
V3a
a
y & b'
X+
y & c=cz
Where x, y and z vector modules for the blades calculated:
a - Size of the primary cell in real space
b- primary vector for the decline
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