Cy. Li et al., Molecular orientations in flat-elongated and helical lamellar crystals of a main-chain nonracemic chiral polyester, J AM CHEM S, 122(1), 2000, pp. 72-79
Single flat-elongated and helical lamellar crystals have been grown thermot
ropically in a main-chain nonracemic chiral liquid crystalline polymer that
was synthesized from (R)-(-)-4'-{omega-[2-(p-hydroxy-o-nitrophenyloxy)-1-p
ropyloxy]-1-nonyloxy}-4-biphenyl carboxylic acid, PET(R*)-9. The crystals p
ossess the identical orthorhombic lattice dimensions of a = 1.07 nm, b = 0.
48 nm, and c = 5.96 nm.(1,2) Dark field (DF) image, bright field image, and
selective area electron diffraction (SAED) experiments using transmission
electron microscopy (TEM) provide chain orientation information in both of
these crystals. In the flat-elongated lamellar crystals, the chain directio
n is perpendicular to the substrate surface in a center zone along the long
(b) axis of the crystals. Moving away from this zone along the short (a) a
xis of the crystal, the chain direction continuously tilts in the nc-plane.
A small tilt of approximately 0.002 degrees per molecular layer is estimat
ed using the SAED results. In the helical lamellar crystals, the main twist
direction is parallel to the helical axis, and the rotation angle for each
molecular layer is approximately 0.05 degrees. However, specifically desig
ned DF experiments using the entire and partial (205) and (206) diffraction
arcs show that the chain orientation direction is also twisted along the s
hort helical axis of the lamellar crystal. The rotation angle is approximat
ely 0.01 degrees per molecular layer. Therefore a second twist direction wi
th a changing molecular orientation exists in addition to the long helical
axis of the crystal. Based on these experimental observations, the concept
of a double-twisted molecular orientation in the helical lamellar crystal c
an be established, although in principle, the macroscopic translational sym
metry is broken dong both of the long and short axes of the helical lamella
r crystals in Euclidean space.