Table:
Symmetry types in rectangular cell without mirrors or rotations
| type |
G |
E |
Recipe for this type and remarks |
pg'
![[Image]](../../../buttons/image.gif) |
p1 |
pg |
n odd with cos(mY) and
n even with sin(mY);
L negative |
pg
![[Image]](../../../buttons/image.gif) |
pg |
pg |
n even with cos(mY) and
n odd with sin(mY);
L positive (M+ h+ or M- h-) |
p'bg
![[Image]](../../../buttons/image.gif) |
pg |
pm |
n odd with sin(mY);
L positive, h, M negative |
p'b1g
![[Image]](../../../buttons/image.gif) |
pg |
pg |
pg requirements with m odd;
L positive, v, B negative |
p'cg
![[Image]](../../../buttons/image.gif) |
pg |
cm |
pg requirements with n + m odd;
L positive, v, A negative |
pm'g
![[Image]](../../../buttons/image.gif) |
pg |
pmg |
n even with
sin(nX)
cos(mY) terms
n odd with
cos(nX)
sin(mY) terms;
Av and R negative |
pgg'
![[Image]](../../../buttons/image.gif) |
pg |
pgg |
n + m even with
sin(nX)
cos(mY) terms
n + m odd with
cos(nX)
sin(mY) terms;
Bv and R negative |