Miller
(method of Miller)
define a crystal direction by Miller indice
Syntax
m = Miller(h,k,l,cs) m = Miller(h,k,l,cs,'hkl') m = Miller(h,k,l,cs,'pole') m = Miller(h,k,i,l,cs) m = Miller('(hkl)',cs) m = Miller(u,v,w,cs,'uvw') m = Miller(u,v,t,w,cs,'uvw') m = Miller(u,v,w,cs,'direction') m = Miller('[uvw]',cs) m = Miller('[uvw]\[uvw],cs) m = Miller('(hkl)\(hkl),cs) m = Miller(x,cs) % transform vector3d to Miller
Input
h,k,l,i(optional) |
Miller indice of the plane normal |
uw,v,w,t(optional) |
Miller indice of a direction |
x | |
cs |
crystal symmetry |
See also
vector3d_index, symmetry_index
MTEX 5.0.3 |