Frequency Effects on Polymer-Stabilized Blue-Phase Liquid Crystals
Yan Li*, Yuan Chen*, Jie Sun*, Shin-Tson Wu*, Shih-Hsien Liu**, Pao-Ju Hsieh**,
Kung-Lung Cheng** , Jyh-Wen Shiu**, Shin-ichi Yamamoto*** and Yasuhiro Haseba***
*College of Optics and Photonics, University of Central Florida, Orlando, Florida 32816, USA
** Industrial Technology Research Institute, Hsinchu, Taiwan
*** JNC Petrochemical Corporation, Ichihara, Chiba 290-8551, Japan
Abstract
Frequency effects on polymer-stabilized blue-phase liquid crystals
(BPLCs) are investigated. As the electric field frequency increases,
Kerr constant decreases and dielectric heating increases. A
physical model (extended Cole-Cole model) is proposed to fit the
experimental results. These results are important on high frequency
operation of BPLC displays.
Author Keywords
Frequency, Blue phase liquid crystal, Dielectric relaxation
1. Introduction
Polymer-stabilized blue phase liquid crystal (BPLC) [1-7] exhibits
several attractive features: optically isotropic dark state, no need
for surface alignment layer, and submillisecond gray-to-gray
response time [8,9]. Therefore, it is promising for next-generation
display applications. Fast response time of BP LCDs not only
reduces image blurs but also enables color sequential displays
using red, green and blue LEDs. The elimination of spatial color
filters triples the optical efficiency and spatial resolution density.
However, color sequential displays require a much higher
operation frequency (up to 1 kHz) than conventional displays (240
Hz) in order to suppress color breakup [10,11]. Therefore, it is
important to investigate the frequency effects [12] on the Kerr
constant of BPLC devices.
In this paper, we report the electric field frequency effects on the
Kerr constant of two polymer-stabilized BPLCs. A model called
extended Cole-Cole model is proposed to fit the experimental
results, and good agreement is obtained. As the electric field
frequency increases, Kerr constant decreases and the associated
dielectric heating gradually increases.
2. Experiments
In our experiment, we prepared two IPS (in-plane-switching) cells
whose electrode width and electrode gap are both 10 m, and cell
gap is 7.5 m. Cell 1 was filled with a BPLC mixture consisting
of 76.2 wt% JM2069-043 nematic LC host (from ITRI), 13 wt%
chiral dopants [8% ISO-(6OBA)
2
and 5% CB15 (Merck)], 10
wt% monomers [6% RM257 (Merck) and 4% TMPTA (1,1,1-
Trimethylolpropane Triacrylate, Sigma Aldrich)], and ~0.8 wt%
photoinitiator. The cell was cooled to BPI phase and the precursor
was cured by a UV light with ~365nm and intensity ~2 mW/cm
2
for 30 minutes. After UV curing, the polymer-stabilized BPLC
composite was self-assembled, and the clearing temperature was
measured to be T
c
~44 °C. The relatively low T
c
is attributed to the
low melting point (~4
o
C) of the chiral dopant CB-15. Cell 2 was
filled with Chisso JC-BP01M precursor, in which chiral dopant
and monomers were premixed. The UV curing conditions were
the same as reported in Ref. 8, and the T
c
of sample 2 is ~70
o
C.
Next, we measured the voltage-dependent transmittance (VT)
curves of these two cells using a He-Ne laser (=633nm). The
cells were placed in a temperature controller to maintain a
constant temperature~22
o
C.
3. Results
Figure 1 shows the normalized VT curves of cell 1 at six
frequencies: 100, 1k, 10k, 20k, 50k and 100k Hz. As frequency
increases, the VT curve shifts rightward, indicating that the on-
state voltage (V
on
) increases (i.e., Kerr constant decreases) with
frequency.
0 20 40 60 80 100 120 140
0.0
0.2
0.4
0.6
0.8
1.0
100Hz
1kHz
10kHz
20kHz
50kHz
100kHz
Normalized Transmittance
Voltage (V
rms
)
Figure 1. VT curves of sample 1 at different frequencies
Fig. 2 shows the normalized VT curves of cell 2 at different
frequencies. Similarly, the VT curves shift to the right side and
Kerr constant decreases as frequency increases.
0 10 20 30 40 50 60
0.0
0.2
0.4
0.6
0.8
1.0
60Hz
120Hz
240Hz
480Hz
960Hz
2kHz
5kHz
Normalized Transmittance
Voltage (V
rms
)
Figure 2. VT curves of sample 2 at different frequencies
But for this material, Kerr constant starts to decrease at a much
4.3 / Y. Li
22 • SID 2012 DIGEST ISSN 0097-966X/12/4301-0022-$1.00 © 2012 SID