Introduction
Giant fluid ferroelectricity emerges in a new class of matter states called the ferroelectric nematic (NF) phase,[1–3] which is described by a long-range polar orientational order. Thus, the NF phase has a global C∞v symmetry since the macroscopic polarization aligns along the director (Figure 1b). Usually, the NF phase can be formed by a liquid crystalline (LC) rod-like molecules with high dipole moment (>9 Debye),[4] exhibiting giant polarization behavior, that is, as apparent dielectric permittivity (<≈10k),[5] polarization density (>≈4 µC cm−2),[5] and NLO coefficient (<≈10 pm V−1)[5] and unique physical properties such as topology,[6,7] instability,[8,9] fiber,[10,11] thermomotor,[12] superscreening[13] as well as NF–isotropic liquid critical end point.[14] These outstanding characteristics have led to exponential growth in state-of-the-art ferroelectric research. In particular, research dedicated to a deeper understanding of the relationship between the molecular structure and NF phases is flourishing, with over 150 types of NFLC molecules developed to date.[4] The structure of NFLC molecules is highly delicate and difficult to tailor without inspiring the backbone of the archetypal NFLC molecules (i.e., DIO,[1] RM734,[2] and UUQU-4-N[15]).
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However, some studies have provided valuable insights into molecular design. Mandle et al.[16] and Chen et al.[3] independently reported that a strong dipole–dipole interaction along the director triggers the emergence of the NF phase with the aid of molecular dynamics simulations. Madhusudana introduced a model describing a molecule (a rod entity) in the NF phase by a longitudinal surface charge density wave.[17] In this model, the adjacent molecules orient in a syn-polar fashion with a molecular offset such that the amplitude of the charge density waves is minimized (thus reducing the electrostatic energy), further indicating that this polar arrangement emerges in a high-density state. Notably, the model with an alternating charge distribution along the molecular axis was consistent with NFLC molecules. Cruickshank et al. obtained good feedback on the validity of Madhusudana's model within RM734 families.[18–20] Nacke et al. discussed Mandle's and Madhusudana's model in the NF phase for AUUQU-2-N using synchrotron-based X-ray diffraction (XRD) studies.[21] A smectic C-type long-range correlation is suggested over the entire temperature range of the NF phase for AUUQU-2-N. In their proposed model, the molecules packed in a layer are slightly displaced from each other, forming a polar structure (a similar model reported in our previous study[22]). More recently, Marchenko et al. directly visualized synpolar molecular ordering with a molecular offset in a monolayer on an Au(111) surface.[23]
Much effort has been made to develop NFLCs, but the dipole moment of NFLC generics (>150 types) forms an angle between 10° and 25° with the long axis (Figure 1a). This property is attributable to the molecular structure consisting of a polar linker (e.g., COO, CF2O) and a polar end unit (e.g., 1,3-dioxane, ester[24]), which both have dipole moments that deviate from the molecular axis. Furthermore, the common characteristics of the NF phase in conventional models include being thermodynamically metastable and significantly destabilized (or vanishing) as the length of the alkyl chain increases owing to the reduction of the head-tail dipole-dipole interaction (Figure 1d). It is of paramount importance to develop a molecular design that can overcome the universally observed drawbacks.
In this paper, we present a new model, nBOE (n = 1–8), with a hard-rod polar molecule motif, in which the direction of the dipole moment and the molecular axis are in an approximately perfect parallel alignment (Figure 1c). Notably, we found that the nBOE variants exhibited not only an enantiotropic NF phase with a wide temperature window but also an exotic ferroelectric fluid phase transition via NF, heliconical NF (HCNF), and ferroelectric smectic (SmXF) phases (Figure 1e,f). Note that this ferroelectric smectic phase could be either small tilt ferroelectric smectic C or ferroelectric smectic A, but is defined here as SmXF. Recently, new polar helical phases (NTBF[25] and [26]) have been found in similar achiral molecules. However, we have opened the way for exploring novel helielectric phases in ferroelectric fluid libraries of rigid rod mesogen, along with new helielectric phases in even just “straight” polar rods.
Results and Discussion
Molecular Structure of BOE Series
The chemical structures of the BOE series are shown in Figure 1c. Compared to the common motifs (RM734, DIO, and UUQU-4-N), the structure of BOE does not bear a flexible linker such as ester (COO) or difluoromethoxy (CF2O) units; instead, it incorporates a rigid diphenyl alkyne unit, well-known as tolan. Furthermore, to increase the whole dipole moment (µ) and to prevent deviation of the dipole from the molecular axis, we end-capped the tolan unit using a bicycloorthoester unit, designing the BOE molecules. In such a straight, hard rod molecule, the dipole moment may direct along the long axis of the molecule. As expected, the nBOE series (n = 1–8) showed a small β angle ranging between 0.25° and 4.7° owing to the hard-rod molecular design. The optimized structures of nBOE obtained using DFT calculations are displayed in Figure S14a (Supporting Information). The calculated µ and β as a function of the number of carbon atoms (n) for nBOE are shown in Figure S14b,c and Table S1 (Supporting Information). 1BOE–3BOE (short-alkyl chain group) showed a negligibly small β (<0.3°), indicating the dipole moment and the molecular axis are perfectly parallelly aligned. With increasing alkyl chain length, β also increased to between 1° and 3° for 4BOE–6BOE (medium-alkyl chain group). 7BOE and 8BOE (long-alkyl chain group) still showed small angles of β = 3.4° and 4.7° respectively. Lengthening the alkyl chain slightly increased the µ value, marking ca. 15 Debye for all the BOE series. Figures 1e and 2a,b,e,f show the phase transition behaviors and DSC curves of nBOE, respectively. For short-alkyl chain groups (n = 1–3), the NF phase appeared at the melting point of the pristine crystal, and the NF phase emerged again from the upper phase [isotropic liquid (IL) or nematic (N)], indicating enantiotropic NFLC behavior in these compounds. The NF phase is usually characterized by 2π-twist walls (Figure 2c).[27] Medium-alkyl chain groups (n = 4–6) were also found to be enantiotropic NFLCs. In addition, in the case of n = 5,6, the antiferroelectric mesophase (MAF) was observed. This phase was characterized by polarized optical microscope (POM) images with the typical zig-zag texture (Figure 2d) and antiferroelectric polarization switching. The MAF phase has a periodic structure of the antiferroelectric domain consisting of small polar regions (Figure 1f). The plausible structures and the corresponding nomenclature of this phase (i.e., Ns and SmZA) are proposed by Mertelj et al.[28,29] and Chen et al.[30] On the other hand, the NF phase was excluded for longer alkyl chain groups (n = 7–8); instead, apolar phases (N′ and SmA) appeared. With increasing molecular length, the N phases appeared as a highest temperature mesophase. The N and N′ phases have similar characteristics observed by POM (for bare glass and non-rubbed PI cells, Figure S8, Supporting Information), DR and XRD, but are distinguished with a weak first-order N–N′ transition, suggesting that the N′ phase may be analogous to the N phase. The blocky-like texture in a planar (annealed PMMA) anchoring and the presence of SmA in the phase sequence suggest the possibility of a cybotactic nematic phase with a local SmA ordering (see also Note S3, Supporting Information). Notably, nBOE (n = 1–5) exhibited a broadened temperature window for the NF phase (≈50–100 K) during heating. Interestingly, nBOE induces the NF phase even with long alkyl chains, which significantly differs from conventional NFLCs. For instance, the NF phases exhibited in RM734 and DIO (hereafter referred to as nRM and nDIO, respectively) are thermodynamically metastable (see Figure S15, Supporting Information). Irrespective of the alkyl chain length, nRM exhibited a monotropic NF phase, which barely emerged for n = 2 (2RM). By contrast, nDIO with short alkyl chains (n = 1–2) is an enantiotropic NF phase, but the temperature windows are quite narrow (<7 K) upon heating. The metastable NF phase was observed narrowly within 4DIO. In sharp contrast, the NF phase remained alive in nBOE up to n = 6. Unexpectedly, two extra ferroelectric phases, heliconical ferroelectric nematic (HCNF) and ferroelectric smectic (SmXF), emerged below the NF regime for nBOE (n = 4–6) (Figure 1e).
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Phase Transition Behavior and Unique Polarized Optical Microscope Textures
The common DSC features of nBOE (n = 4–6) within the NF–HCNF–SmXF regime were a baseline step (NF–HCNF) and a distinct exothermal peak (HCNF–SmXF), as shown in Figure 2f and Figures S16–S18 (Supporting Information). Figure 2g displays the unique texture change through the unique cascade phase changes of 5BOE. During cooling from the NF phase, the reddish texture gradually appeared at 145 °C (panel (iv) in Figure 2f,g) in a parallel-rubbed cell. Further cooling led to a gradual color change (blue shift) in the POM texture. However, in this state, vivid blue reflection can be observed when viewed by naked eyes, indicating that a specific helical structure exists in the HCNF phase (complete images are shown in Figure S19a, Supporting Information). Notably, this texture of the HCNF phase differed from the planar texture with defects (a.k.a., oily streaks) of the helicoidal ferroelectric nematic, HDNF (o.k.a., chiral ferroelectric nematic, NF*) phase in the rubbed cell (Figure S20, Supporting Information).[31,32] At ≈125 °C, a drastic change in texture with strong light scattering occurred (panel (ix) in Figure 2f,g). The textural difference between HCNF and SmXF phases was more remarkable in an antiparallel-rubbed cell (panels (viii′) and (ix′) in Figure 2g; Figure S19b, Supporting Information). In the HCNF phase, a striped texture tilted at a certain angle relative to the rubbing direction appeared. Similarly, a striped texture emerged in the SmXF phase; however, unlike in the HCNF phase, the orientation of the stripes was parallel to the rubbing direction. For the HCNF phase, similar behavior is usually observed in twist-bend nematic (NTB) materials, including a second-order-like N–NTB transition and a striped texture.[33] The details of the HCNF and SmXF phases are discussed in Section 2.5 and Note S2 (Supporting Information), respectively.
Ferroelectric Behavior of the NF, HCNF, and SmXF Phases
To evaluate the ferroelectricity of the three polar phases (NF, HCNF, and SmXF) for nBOE, we performed dielectric relaxation (DR), polarization reversal current (or P–E hysteresis), and second harmonic generation (SHG) measurements. Figure 3a–d shows the results of the DR studies for 3BOE and 5BOE. For both cases, the giant dielectric permittivity (ε′) of ≈6k–8k (3BOE) and ≈6.8k (5BOE) was observed in the NF regime, corresponding to its magnitude for typical NFLCs. For 5BOE, with decreasing temperature, the ε′ value in the NF phase experienced a minor increase, followed by a gradual decrease (down to ≈6.5k) upon entering the HCNF regime. The ε′ value dropped to ≈6.0k at the HCNF–SmXF phase transition temperature, continuing to reduce ε′ toward the low-temperature side (Figure 3d). The relaxation frequency was slightly increased via the NF→HCNF→SmXF phase transition (Figure 3c; Figure S21, Supporting Information).
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For the polarization reversal current measurement, no current peak was observed in the N phase for 3BOE, whereas a distinct peak appeared in the NF phase for 3BOE and 5BOE (Figure 3e,f). As shown in the corresponding P–E hysteresis (insets in Figure 3e,f), a parallelogram hysteresis loop, commonly observed in ferroelectrics, was obtained for the NF, HCNF, and SmXF phases. The temperature dependence of P is shown in Figure 3g (3BOE) and Figure 3i (5BOE). The average spontaneous polarization (Pave) in the NF regime was nearly the same ≈6.1 µC cm−2 for 3BOE and 5BOE. For 5BOE, in the HCNF and SmXF regime, large Pave values of ∼6.5 and ≈6.8 µC cm−2 were observed, respectively. As a first approximation, the polar ordering, <P1>, in the NF phase for nBOE (n = 1–6) was estimated using the equation:[34]
Strong SHG activities in the NF, HCNF, and SmXF phases were observed in 3BOE and 5BOE (further details provided in Note S1, Supporting Information). Therefore, the DR, P–E hysteresis, and SHG studies demonstrate that the NF, HCNF, and SmXF phases exhibit remarkable ferroelectric behavior. Similar behavior for DR, P–E, and SHG properties were observed for 4BOE and 6BOE (Figures S22, S23, and S5, Supporting Information). Figure S24 (Supporting Information) shows the complete data on the polarization reversal current. By combining these studies, three mesophases (N, N′, and SmA) exhibited in 7BOE and 8BOE (long-alkyl chain groups) were found to be paraelectric LC phases.
Structure Characterization Based on X-Ray Diffraction Analysis
XRD measurements were performed to characterize the LC structures, particularly the polar ordering for nBOE (n = 1–6). Figure S25 (Supporting Information) shows the 1D XRD patterns of 2BOE and 3BOE. For both compounds, within the NF range, the position of relatively sharp diffraction peak at small angles may correspond to the molecular length. We characterized the LC phases of 6BOE based on XRD analysis. Figure 4a–c shows 2D and 1D X-ray diffractograms obtained for non-aligned samples in various phases, respectively. For all LC phases, three distinct peaks were observed from small to wide angle, for instance (e.g., q = 2.77, 1.26, 0.48 Å−1 in the N phase). The 1D XRD profiles of N, MAF, NF, HCNF and SmXF phases are shown in Figure 4b. With decreasing temperature, the position of peak (iii) shifted to the large q side owing to face-to-face molecular stacking, suggesting that the stacking distance changed. By contrast, the relative intensity and full width at half maximum (FWHM) of phases significantly increased and decreased, respectively, upon cooling. In particular, within the SmXF range, this trend was more remarkable. Thus, this indicates that increase of correlation length and formation of a long-range positional order within a smectic layer. Notably, the value of 2π q−1 was decreased from the N to NF phases, whereas in the HCNF regime, the value of 2π q−1 was increased, and was saturated in the SmXF phases (Figure 4c,d). Note that in the previous report regarding the polar SmC phases,[25,26] the d-spacing (2π/q) decreases with decrease temperature, indicating the presence of molecular tilt in a layer. In the contrary, in the SmXF phase for nBOE (n = 4–6), the d value was constant, yet this is usually characterized as SmAF phase. However, two distinct domains with opposite polarization properties were observed in the thinner rubbed cell (Note S2, Supporting Information). Thus, we propose that the smectic phase for BOE is characterized the small tilted ferroelectric smectic C phase (SmCF) but resemble as SmAF phase. Similar XRD data set was obtained for 4BOE and 5BOE (Figures S26–S28, Supporting Information). The d-spacing in the SmXF phase for 4BOE and 5BOE was nearly according to the molecular length (Lm), whereas 6BOE exhibited a slightly smaller d value (d < Lm), which may be due to the folded alkyl chain. Assuming that d = Lm in the SmXF phase, dimerization with molecular displacement may occur in the HCNF and NF phases. Indeed, the single crystal XRD (SC-XRD) results for 6BOE indicate the presence of a cluster with a molecular offset (Figure 4e; Figure S29, Supporting Information). In the cluster, the syn-polar arrangement with a molecular offset seems to be generated via multiple complementary interactions such as hydrogen bonding, fluorine/π, and CN/π (Figure 4f).
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Figure 4g–j shows the changes in the Fourier transform infrared (FTIR) absorbance spectra related to specific stretching vibrations (see also Note S4, Supporting Information). With decreasing temperature, the peak position due to the stretching vibrations of C─O─CBOE, ArI─F, ArII, and C≡N continuously shifted to high wavenumber. By contrast, the vibrational peak of the core mesogen (AI+AII+AIII) shifted to a lower wavenumber. By combining the XRD and FTIR data, we propose the following model. i) head-and-tail and complementary interactions such as hydrogen bonding, fluorine/π, and CN/π produce the syn-polar fashion with a molecular offset, introducing the NF phase, ii) the molecular offset level becomes more significant by the complementary interactions, leading to the emergence of the HCNF phase, iii) noticeable contribution of the complementary interactions leads to a predominance of face-to-face communication with eliminating the molecular offset level, thereby transitioning to the SmXF phase. For (i), we believe that the complementary interactions also effectively stabilize the NF phase, suggesting that the NF phase remains alive even in 6BOE with a long alkyl chain. For (ii), the nBOE (n = 4,5) replaced the ─CN group with either ─F or ─NO2 groups (i.e., nBOE-F and nBOE-NO2) did not induce the HCNF phase in either case (Note S5, Supporting Information). This result suggests that specific interactions via the ─CN group are crucial for inducing the HCNF phase.
Unique Characteristics of the HCNF Phase
As shown in Section 2.2, the HCNF phase showed a reflective color, suggesting the presence of a helical structure, but it may be distinct from the typical HDNF phase owing to its unusual POM texture. One possibility is that the molecules were oblique to the helical axis in the HCNF phase, resulting in an oblique helicoidal or heliconical structure. When nBOE (n = 4–6) was injected into the bare glass sandwich cell, the reflective color was visible to the naked eye. In the case of 5BOE, the alignment was more uniform than those of the others; therefore, unless otherwise noted, the investigation regarding the helical structure of the HCNF phase was performed using 5BOE. A relatively uniform texture is observed in the POM image of the bare glass cell; however, no oily streak texture is observed (Figure S20, Supporting Information). When the cell was observed straight on, an orange reflective color was observed, whereas a blue shift in color became apparent from an oblique angle (Figure 5a). Figure 5b shows the reflection spectra as a function of the cell rotation (oblique) angle. When the cell rotated counterclockwise, a blue shift from the red reflective color was observed. Similarly, the clockwise rotation showed a blue shift in the structural color (Figure S30a, Supporting Information). Therefore, despite the rotation direction, the constant peak displacement indicated that the helical axis of the HCNF phase stands normal to the cell plane (Figure 5a). Figure 5c,d, and Figure S28b (Supporting Information) show the temperature-dependent spectral changes in the bare glass cell. Interestingly, unique spectral changes occurred sequentially in the HCNF regime: i) a blue shift to ≈680 nm, ii) no peak shift at 680 nm (Figure 5d), iii) a redshift over 900 nm (outside the measurement range). The almost constant birefringence within the HCNF regime (Figure 5e; Figure S31, Supporting Information) coincides with the result for (ii).
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Next, we investigated the electric field (E-field) response of the helical structure in the HCNF phase. In the planar state of the cholesteric LCs, the strong E-field (several V µm−1) along the helical axis allows homeotropic alignment of LC because the elastic free energy is dominated by the electric free energy collapsing the helical structure. Similarly, a vertical direct current E-field was applied to the HCNF phase in the ITO-coated glass cell. With a small E-field of 0.25 V µm−1, the birefringence nearly disappeared (Figure 5f), suggesting the homeotropically aligned polar heliconical structure along the E-field. Notably, by slightly decrossing the polarizers to the scarcely observed domain boundaries, the black/white contrast between adjacent domains was reversed (Figure 5g,h). This result indicates that left-/right-handed helical structures coexist and chiral symmetry breaking occurred spontaneously (Figure 5i). As the intensity of the E-field progressively increased, the spectral width narrowed, accompanied by a simultaneous shift of its position toward the shorter-wavelength side, confirming the selective reflective colors over a wide range of wavelengths (Figure 5j,l). This color-change mechanism in the HCNF phase is probably identical to that observed in heliconical nematics.[35] Thus, as shown in the model (Figure 5k), in the heliconical nematic, the director is tilted with some angle θ < π/2 with respect to the helical axis. By applying the E-field along the axis, the director is reoriented with decreasing θ, changing the helical pitch (P) without reorienting the helical axis. Typically, a heliconical nematic can be created by blending a chiral dopant to induce chirality in the host LCs (twist-bend nematic and typical nematic). However, it is noteworthy that the HCNF phase is the helielectric version of the heliconical nematic phase so that its characteristics differ dramatically from those of the heliconical nematics: i) the HCNF phase is generated spontaneously because of the coupling between polar and chiral symmetry breaking, and ii) the ultralow E-field-driven multicolor modulation is due to the coupling of polarization and voltage. The exceptional E-field response to the helical pitch modulation is remarkably smaller (up to 0.14 V µm−1) than that of the reported system (Figure 5m).[25,35,36]
Conclusion
In conclusion, we developed just “straight” polar rod mesogens, nBOE (n = 1–8), in which the dipole moment aligned nearly perfectly parallel to the molecular axis. Unlike the characteristics of the NF phase, which emerges in a library of over 150 types of molecules, the enantiotropic NF phase was observed even in nBOE molecules with long alkyl chains (up to n = 6). For nBOE (n = 4–6) with medium-length alkyl chains, we discovered emergent HCNF and SmXF phases with heliconical structures and small molecular tile angles, respectively. The DR, P–E, and SHG studies evidenced the ferroelectricity of the NF, HCNF, and SmXF phases owing to its giant dielectric permittivity (6k–8k), large spontaneous polarization (4.6–6.5 µC cm−2), and high SHG activation. The findings from XRD and spectra analysis elucidated that the exotic phase sequence (NF→HCNF→SmXF) proceeds via a mechanism that eliminates the offset level between adjacent molecules due to alterations in the strength of complementary interactions. Additionally, we demonstrated ultralow E-field-driven color tunability across the entire VIS-NIR spectral range of the HCNF phase. We believe that the straight polar rod model can be utilized as a novel strategy for the emergence of spontaneous polar and chiral symmetry breaking, unlocking novel helielectric phases in polar fluid materials.
Acknowledgements
The authors are grateful to Dr. Y. Ishida (RIKEN, CEMS), Dr. H. Koshino (RIKEN, CSRS), and Dr. H. Sato (RIKEN, CEMS), Prof. H. Kikuchi (Kyushu University, IMCE) for allowing the use of a NANOPIX 3.5m system (Rigaku), JNM-ECZ500 (500 MHz, JEOL), and QTOF compact (BRUKER), DSC1 (Mettler Toledo), respectively. The authors would like to acknowledge the Hokusai GreatWave Supercomputing Facility (project no. RB230008) at the RIKEN Advanced Center for assistance in computing and communication. This work was partially supported by JSPS KAKENHI (JP22K14594; H.N., JP21K14605, JP23H01942; D.O.; JP21H01801, JP23K17341; F.A.), RIKEN Special Postdoctoral Researchers (SPDR) fellowship (H.N.), RIKEN Incentive Research Projects (FY2022, FY2024: H.N.), and JST CREST (JPMJCR17N1; F.A.) and JST SICORP EIG CONCERT-Japan (JPMJSC22C3; F.A.).
Conflict of Interest
The authors declare no conflict of interest.
Author Contributions
H.N. conceived the project and designed the experiments. F.A. co-designed the work and constructed the optical and electrical setups for SHG. H.N. performed all the experiments. D.O. constructed the optical setups and performed the optical experiments. F.A. supported XRD measurements. D.K. partially performed P–E hysteresis/DR studies. H.N. and D.K. partially synthesized compounds. A.N. synthesized all compounds. M.K. co-designed a synthetic strategy and measured HRMS. M.H. measured and analyzed single crystal XRD. H.N. and F.A. analyzed data and discussed the results. H.N. and F.A. wrote the manuscript, and all authors approved the final manuscript.
Data Availability Statement
The data that support the findings of this study are available in the supplementary material of this article.
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Abstract
Ferroelectric nematic liquid crystals (NFLCs) are distinguished by their remarkable polarization characteristics and diverse physical phenomena, sparking significant interest and excitement within the scientific community. To date, over 150 NFLC molecules are developed; however, there are no reports regarding straight linear polar molecules with a parallel alignment of the permanent dipole moment and the molecular axis. The straight polar mesogen nBOE exhibits an enantiotropic NF phase with a wide temperature window (up to 100 K) despite having a longer alkyl chain (up to n = 6) than the critical alkyl chain length of conventional models. Interestingly, nBOE with a medium‐length alkyl chain displays an exotic phase sequence of NF–HCNF–SmXF during the elimination of positional displacement among adjacent molecules. Furthermore, the reflective color modulation of the HCNFLC over the entire VIS‐NIR spectral regime by ultralow E‐field (up to 0.14 V µm−1) is demonstrated.
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1 RIKEN Center for Emergent Matter Science (CEMS), Saitama, Japan
2 RIKEN Center for Emergent Matter Science (CEMS), Saitama, Japan, Faculty of Electrical Engineering and Electronics, Kyoto Institute of Technology, Kyoto, Japan
3 Graduate School of Medicine, and General Medical Education and Research Center, Teikyo University, Tokyo, Japan