2000
DOI: 10.1103/physrevlett.85.1476
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Alignment of Hexatic Langmuir Monolayers under Shear

Abstract: We have studied the structural changes that fatty acid monolayers in the Ov phase undergo when a simple shear flow is imposed. A strong coupling is revealed by the changes in domain structure that are observable using Brewster angle microscopy, suggesting the possibility of shear alignment. The dependence of the alignment on the molecular polar tilt proves that the mechanism is different than in nematic liquid crystals. We argue that the degenerate lattice symmetry lines of the underlying pseudohexagonal latti… Show more

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Cited by 22 publications
(15 citation statements)
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“…This picture assumes that the degenerate lattice lines align with thē ow. This is the same lattice alignment that was observed as a result of shear alignment in the Ov phase 8 and is consistent with the observations reported here. The¯ow ®eld (horizontal clockwise shear) relative to the reference site (1) is illustrated by the arrows in a. a, A region that initially satis®es the next nearest neighbour (NNN) lattice-bond orientation is considered.…”
supporting
confidence: 92%
“…This picture assumes that the degenerate lattice lines align with thē ow. This is the same lattice alignment that was observed as a result of shear alignment in the Ov phase 8 and is consistent with the observations reported here. The¯ow ®eld (horizontal clockwise shear) relative to the reference site (1) is illustrated by the arrows in a. a, A region that initially satis®es the next nearest neighbour (NNN) lattice-bond orientation is considered.…”
supporting
confidence: 92%
“…The flow behavior of liquid crystal phases of monolayers of simple long-chain fatty acids confined to the air−water interface (Langmuir monolayers) is highly nonlinear. , This raises the important question of how to characterize the rheological response of these materials, as standard linear viscoelastic relationships may not apply. Recent studies of the flow behavior of these phases have focused on measuring flow profiles in channels, domain orientation, and the complex shear modulus, , G *(ω) = G ‘ (ω) + iG ‘ ‘ (ω). The complex shear modulus is defined by the relationship σ(ω) = G *(ω)γ(ω), where σ(ω) is the stress in response to a strain γ(ω).…”
mentioning
confidence: 99%
“…In particular, the MDC and SHG investigations of the 4-n-pentyl-4Ј-cyanobiphenyl (5CB) monolayers on the air-water interface during monolayer compression have been reported [1][2][3], and therefore a large data set is available for comparison with results from the theoretical routes [4,6]. In turn, the past experimental investigations of flow in monolayers during the lateral compression [7] or under shear rate [8][9][10] has been focused mainly on measurements of effective surface viscosity, with little knowledge of the effects of flow on the underlying structure. The nature of the relaxation process of the director n to its equilibrium orientation n eq in the LC film on the water surfaces is also discussed in the separate investigations.…”
Section: Introductionmentioning
confidence: 99%