Open Access Article
Ruben Feringa
a,
J. M. Bas Klement
a,
Jasmine S. Searsb,
Pieter J. van der Zaag
c and
Wesley R. Browne
*a
aStratingh Institute for Chemistry, University of Groningen, Nijenborgh 3, 9747 AG Groningen, The Netherlands. E-mail: w.r.browne@rug.nl
bReality Labs Research, Meta, Redmond, Washington, USA
cZernike Institute for Advanced Materials, University of Groningen, Nijenborgh 3, 9747 AG Groningen, The Netherlands
First published on 26th January 2026
The transmission of light through liquid crystal (LC) displays is controlled by reversible switching of the alignment of a mesogen using electric fields. In the absence of an electric field, the orientation of the mesogens is controlled by the layer of polymer, rubbed unidirectionally, on an ITO (indium titanium oxide) electrode on glass. The realignment induced by an applied electric field, to switch a pixel, is inefficient close to the solid liquid interface where the alignment layer has greatest interaction with the LC molecules and thereby reduces the darkness that can be achieved with LC display pixels. Characterising changes in orientation of liquid crystal molecules, e.g., 5CB, at the alignment layer/LC interface is potentially possible by making use of the polarisation dependence and spatial resolution of confocal Raman microspectroscopy (CFRM). However, the optical properties, e.g., refractive index, of the LC phases are dependent on LC orientation also, which limits control over spatial (depth) resolution in CFRM. Here, we introduce a resonance Raman active component, [Fe(bipy)3](BArF)2, into a PMMA alignment layer as an isotropic internal reference for CFRM. The Raman scattering from this compound is insensitive to the direction of polarisation of the excitation laser and enables estimation of the confocal depth probed in complete liquid crystal cells under operation. This layer enables changes in the depth of focus, due to change in refractive index, to be determined in real time when a potential is applied across the LC cell. This reference approach enables following the alignment of mesogens at the solid/LC interface in real time.
LCDs (liquid crystal displays) are based on the twisted nematic phase induced by alignment layers – thin layers of polymers that are scratched along one direction by rubbing. Indeed, as Ishihara et al.4 noted pertinently, “the history of LCD development is the history of alignment control of LC molecules”.
The operation of LCD pixels depends on control over the orientation of liquid crystal molecules and the effect these ordered orientations have on the transmission of linearly polarized light. The molecules at the interface of the rubbed polymer layer align in the direction of rubbing and this alignment propagates into the LC layer. A twisted nematic phase is formed when the top electrode has an alignment orthogonal to the bottom electrode (Fig. 1).
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| Fig. 1 Liquid crystal alignment in an LC cell (a) in parallel and (b) perpendicular orientation, and (c) and persistence of the alignment at the alignment layer when an electric field is applied. | ||
The liquid crystal molecules reorient when an electric field is applied, the Fréedericksz transition, resulting in switching of transmission of polarised light (off state) (Fig. 1). The reorientation is incomplete as the electric field has to overcome molecule/alignment layer interactions close to the interface. The extent of realignment governs to a large extent the contrast ratio of LCD screens.5 A complete off (dark) state is crucial in display/television applications and the lack of this in LCD displays makes them less competitive in terms of picture quality compared to emissive display technologies, such as OLED. As the interactions between the alignment layer and the liquid crystal determines the orientation of liquid crystal molecules, improving performance of the alignment layer would benefit from knowledge of the orientation near the alignment layer with good spatial resolution.
Non-destructive/-invasive imaging techniques sensitive to the orientation are necessary to study the behaviour of molecules at the LC/alignment layer interface.6 Several commonly available techniques enable determination of the orientation of liquid crystals, such as cross polarised microscopy and polarised transmittance spectroscopy.7 Indeed, polarised transmission is a gold standard in quantifying the performance of liquid crystal display devices, and the orientation of the molecules through which polarised light travels before passing through the second polariser. However, the observed transmittance is the net result of the contributions of the LC over the whole path length. Hence the technique does not provide information as to the spatial distributions of orientations, especially at the alignment layer.
Raman spectroscopy is particularly suited to determine the spatial orientation of the liquid crystal molecules.8,9 Raman scattering gives a fingerprint of the liquid crystal and the band intensities depend on the direction of polarisation of the laser. The Raman spectra of liquid crystalline compounds can be informative not only of structure but also orientational anisotropy (bulk ordering in an LC phase), due to the polarisation dependence of the Raman scattering. Unaxial cyano biphenyl LCs, for example 5CB and 8CB, show highly anisotropic Raman scattering (polarisability) tensors, which is manifested in variation in intensity depending on their orientation with respect to the direction of polarisation of the laser.9 The change in intensity of the nitrile stretching band (∼2227 cm−1) and carbon–carbon stretching band of aromatic rings (∼1607 cm−1) is large when the laser polarisation is parallel to the direction of the long axis of the LC molecules compared to when it is orthogonal. The in-plane deformation band of alkyl chain C–H bond (∼1180 cm−1) and the intensity of the Raman bands due to the stretching mode of benzene ring carbon–carbon bonds (∼1286 cm−1) are less sensitive to the molecular orientation.10 Raman spectroscopy is therefore also used to determine the configuration of the liquid crystal molecules8 or to observe temperature dependent phase transitions between oriented and isotropic states.11 For example, thermal phase transitions induced by a 1064 nm laser were monitored in real time by Raman microspectroscopy at 532 nm (1064 nm and 532 nm were combined into a single path at the sample) by Usman et al.12 The alignment of the liquid crystal molecules is disrupted when heated sufficiently by the 1064 nm laser to form an isotropic phase as a “ghost particle”, which is manifested in a change in Raman scattering intensity of specific bands.12
Raman spectroscopy is inherently confocal and hence Raman scattering from the liquid crystal in an LCD depends on the position of the focal point of the objective, which coupled with polarised light, can provide information on orientation of the liquid crystal with respect to the optical axis of the Raman microscope, i.e. confocal polarized Raman microscopy (CPRM). CPRM has been used to probe liquid crystal orientation to detect the presence of nickel ions at the solid LC interface.13
The interface formed between the liquid crystal and the alignment layer determines the behaviour of the liquid crystal for some distance from the surface, and hence understanding the interaction and the orientation of LCs at this interface is important in improving alignment layer function in LC applications. Ekgasit et al. applied the surface sensitive polarised-FTIR-ATR spectroscopy to study changes at the alignment layer in LC cells.14 Buyuktanir et al. reported the electric field dependent orientation of liquid crystals in an LC cell using polarized Raman spectroscopy, using interdigitated ITO electrodes.6 The electrodes induce orientation along a curved electric field to create a bow shaped liquid crystal phase. The arrangement of the electrodes, however, result in reorientation of the LC in a plane orthogonal to the transparent path of the cell. Ideally, the changes induced in a standard LCD cell format, where the reorientation is in a plain parallel to the optical axis, would be followed. However, the birefringence of the liquid crystal material means that it is challenging to be certain of the confocal depth of the Raman microscope used due to induced defocusing. The birefringence results in distorted images of the selected volume and therefore is not a reliable technique. Raman active alignment layers offer a tool to account for defocusing (loss of depth resolution) and changes in focal position in LCD cells.
Here, we show that the resonance Raman active compound [Fe(bipy)3](BArF)2 (where bipy is 2,2′-bipyridyl and BArF− is tetrakis(3,5-(trifluoromethyl)phenyl)borate) added to PMMA alignment layers provides an isotropic Raman spectrum that can be used as a spatial reference. The Raman scattering from this compound is insensitive to laser polarisation and enables detection of changes in the confocal depth of the Raman microspectrometer during the operation of LC cells. We use the Raman bands of this compound to track changes in confocal depth during electric field induced switching of an LC cell. With this approach the orientation of molecules at the alignment layer and in the bulk can be studied (Fig. 2).
Spin coating of PMMA, and subsequent rubbing to create the alignment layer, can result in polarisation dependent Raman scattering from the alignment layer itself. A key advantage of using the resonant Raman active complex [Fe(bipy)3](BArF)2,17 as a dopant in the PMMA coating, therefore, is that it provides Raman scattering that is insensitive to the polarisation of the laser.18 [Fe(bipy)3](BArF)2 is a pseudo-octahedral complex due to the bidentate 2,2′-bipyridyl ligands and has low symmetry. Hence, when in solution or immobilised in PMMA, its Raman spectrum is insensitive to the direction of polarisation of the excitation laser, as demonstrated by comparison of the Raman spectra obtained in PMMA films and in ethyl acetate (Fig. S3).
Raman spectra of doped PMMA layers (Fig. S3) show bands of [Fe(bipy)3](BArF)2 that are identical to those of the complex both in powder form and in ethyl acetate solution. The doping of [Fe(bipy)3](BArF)2 (ca. 0.8 mM) in the final layer was estimated by comparison of the relative intensity of the Raman scattering of the complex with that of the carbonyl stretching band of the PMMA/ethylacetate (Fig. S2).
The doped alignment layer showed the same physical properties, i.e. negligible visible absorption, and the same water contact angle, as PMMA alone, which together with lack of leaching of the complex in brine (Fig. S2), indicates that the presence of the complex has a negligible effect on the properties of the PMMA coating as an alignment layer. The uniformity of the dispersion of the complex in the PMMA film was determined by Raman spectroscopy (Fig. S4).
The thickness of the coating used as an alignment layer in LC cells for further studies was chosen such that the [Fe(bipy)3](BArF)2 was readily observed by Raman spectroscopy, yet sufficiently thin to under-fill the minimum confocal depth (<3 µm) considerably. The thin layer ensures that Raman scattering from the alignment layer and from 5CB can be observed simultaneously. It should be noted that the thickness of the alignment layer also influences the minimum voltage that needs to be applied to induce the Fréederickz transitions.19 The Raman spectrum of the liquid crystal 5CB as a thin film (isotropic) on an ITO coated glass slide and on a slide coated with PMMA/[Fe(bipy)3](BArF)2 show that several bands from the complex do not overlap with bands of 5CB (Fig. 3). The band at 1486 cm−1 in particular is still observed (Fig. 3 and 6) in the fully assembled LC cell (Fig. 4). Hence, the [Fe(bipy)3](BArF)2 in the PMMA alignment layer is suitable as an isotropic internal reference. The depth selectivtiy that can be achieved in complete LC cells is addressed in the next section.
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| Fig. 4 Liquid crystal cell with the dimensions of each of the layers. The 6 µm layer of LC is typical for LCDs. | ||
In contrast, when measuring the PMMA coating through the ITO on glass, the effects of the difference in refractive index between glass and air on depth confocality become apparent (Fig. 2).20 The Raman scattering of [Fe(bipy)3](BArF)2 was ca. 80% weaker, and the depth confocality was reduced to ca. 20 µm, i.e. greater that the thickness of the LC cell (Fig. S9).21 Using ITO coated cover slips (0.15 mm thick), which is much thinner, helps to reduce this aberration making it possible to distinguish the Raman bands of [Fe(bipy)3](BArF)2 from the Raman bands of the liquid crystal (vide infra, Fig. 6).22
A LC cell with a 0.5 µm PMMA/[Fe(II)(bipy)3](BArF)2 alignment layer on the bottom (with respect to the microscope objective) of the LC cell, a bare ITO-coated quartz coverslip as top electrode and a 6 µm layer of 5CB (i.e. similar to that studied in Fig. 6), was used to study the effect of electric field at different depths in the cell. The bottom electrode, with the alignment layer, was focused on using the Raman bands of [Fe(II)(bipy)3](BArF)2, to determine the orientation of laser polarisation at which the maximum in Raman scattering from 5CB is observed near the lower surface (Fig. S8).
The intensities of Raman scattering from 5CB and from [Fe(II)(bipy)3](BArF)2 vary differently with depth of the confocal volume with respect to the LC cell, Fig. S10. The cell has an alignment layer on only one electrode and hence the ordering of 5CB is expected to decrease away from that electrode. Indeed the Raman intensity (normalised at 625 cm−1) of the polarisation sensitive bands of 5CB (at 1600 cm−1) is lower when the focus is closer to the top non-coated electrode compared with the intensity near the PMMA/[Fe(II)(bipy)3](BArF)2 coated electrode, Fig. 9. These differences are consistent with the expected difference in ordering of the 5CB at the top and bottom layers.
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| Fig. 8 Confocal Raman spectra of a liquid crystal cell using a 25 µm pinhole with and without application of an alternating voltage across the cell. The cell configuration is as in Fig. 6. Spectra recorded with polarisation of laser along (0°, red and orange) and orthogonal (90°, blue and cyan) to the axis of alignment. Spectra are normalised to the band at 625 cm−1. | ||
The switching ratio (electric field off/on) obtained from the absolute intensity of the 5CB Raman bands at 0 and 13 µm is 5.13, and 3.05 (Fig. 9). The lower ratio at 13 µm would be consistent with less initial alignment near the top electrode already before the electric field is applied. However, normalisation of the spectra, at the polarisation insensitive band of 5CB at 625 cm−1, shows that the differences observed are mostly due to the change in optical properties (refractive indices) and the changes in intensity are similar at both depths (Fig. 9).
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| Fig. 9 Confocal Raman spectra of a liquid crystal cell using a 25 µm pinhole. The cell configuration is as in Fig. 6. Spectra recorded with polarisation of laser along (0°) the axis of alignment at 0 and 13 µm depths. Spectra before (a) and after (b) normalisation to the band at 625 cm−1. See Fig. S15 for full spectra. | ||
Notably, the intensity of Raman scattering from [Fe(II)(bipy)3](BArF)2 changes also when an electric field is applied. The change in intensity reflects the change in depth of focus expected due to the change in the refractive index of the 5CB27 as its bulk orientation is changed. The decrease in the [Fe(II)(bipy)3](BArF)2 bands emphasises an important benefit of the approach taken here, as it enables the change in the z-position of the confocal volume upon switching of the LC to be detected in real time. A further point to note is that the wavelength dependence of the refractive index of 5CB is relatively steep28 and hence it is an advantage that the reference bands from [Fe(II)(bipy)3](BArF)2 are close to the 5CB band of interest.
000, Sigma-Aldrich). ITO coated glass slides (CEC007S) were purchased from Prazisions Glas & Optik GmbH, Germany, and ITO cover slips (UQG Part No. CIO-1858) from UQG Optics UK.
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3 molar ratio yielding an intense red solution, followed by addition of 2 equivalents of sodium tetrakis(3,5-(trifluoromethyl)phenyl)borate (NaBArF) in methanol. The red precipitate was collected by filtration, washed with water and then methanol.29
retarder improves depth resolution (z-confocality) and control over the direction of polarisation of the excitation laser in the x/y plane, respectively. A broad band polariser was used before focusing of light into the spectrometer to characterise the polarisation dependence of the optical system, using isotropic droplets of 5CB (Fig. S6) and cyclohexane (Fig. S7) with reference to a corrected Raman spectrometer (see SI for details).
The thickness of the PMMA layers was determined by profilometry on a (Bruker DektakXT),31 from which a calibration curve was prepared (Fig. S11) for determination by FTIR absorption spectroscopy. FTIR spectra were recorded using a JASCO FTIR4700 spectrophotometer.
The stability of [Fe(bipy)3](BArF)2 in the PMMA films towards leaching was tested by soaking half of the PMMA layer on a glass slide in a solution of brine for one hour whereafter it was rinsed with demi-water and dried by contact with paper. Raman spectra before and after showed no difference, indicating that leaching was not significant (Fig. S2).
Supplementary information (SI): additional spectral data and description of the microscope. See DOI: https://doi.org/10.1039/d5cp03926f.
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