Search tips
Search criteria 


Logo of nihpaAbout Author manuscriptsSubmit a manuscriptHHS Public Access; Author Manuscript; Accepted for publication in peer reviewed journal;
Opt Lett. Author manuscript; available in PMC 2011 February 6.
Published in final edited form as:
PMCID: PMC3034161

Silicon oxide nano-particles doped PQ-PMMA for volume holographic imaging filters


Holographic imaging filters are required to have high Bragg selectivity to obtain spatial-spectral information within a three-dimensional object. In this Letter, we present the design of holographic imaging filters formed using silicon oxide nano-particles (nano-SiO2) in PQ-PMMA polymer recording material. This combination offers greater angular and spectral selectivity and increases the diffraction efficiency of holographic filters. The holographic filters with optimized ratio of nano-SiO2 in PQ-PMMA can significantly improve the performance of Bragg selectivity and diffraction efficiency by 53% and 16%, respectively. We present experimental results and data analysis demonstrating this technique in use for holographic spatial-spectral imaging filters.

Volume holographic imaging (VHI) techniques have been successfully applied to microscopy and spectroscopic applications [16]. These systems require highly selective filters with high diffraction efficiency to obtain spatial-spectral information within objects. Nano-particles have recently been used in photopolymers to increase diffraction efficiency with enhanced index modulation for data storage applications [710]. Phenanthrenquinone- (PQ-) poly methyl methacrylate (PMMA) bulk materials [1114] are attractive recording media in holographic imaging applications; they provide narrow filtering properties and minimal refractive index change to record holographic Bragg filters with a variety of forms and thicknesses. In this Letter, we present the design and performance of volume holographic transmission filters formed in nano-SiO2 doped PQ-PMMA. Experimental results are also provided to demonstrate the ability of the new holographic imaging filters to reconstruct images of biological samples.

The holographic samples are prepared using a bulk polymerization process with optimized values [13,1517] for concentration, exposure energy, and curing as well as fixing and preparation procedures. In this process MMA, 2,2 –Azobis(2-methlpropionitrile) (AIBN), and PQ are first mechanically mixed at an optimized weight ratio of 100:0.5:0.7 respectively, and then filtered with a 25μm pore filter. The nano-SiO2 (BYK, LP-X-20740) is then added into the mixture. The size of the nano-SiO2 is ~20nm. The nano-SiO2 is incorporated into the mixture at different weight ratios, as shown in Table 1. The liquids are sonicated to mix them uniformly. The sonicated mixture is then poured into a mold and heated at 50°C for 120hrs to thermally activate polymerization and solidify the mixture. After the thermal polymerization process is complete, the resulting solid sample is ~1.6mm thick. The solid sample is then cut into 5cm×5cm squares and fit on a sample holder for exposure. The gratings are recorded using 488nm Argon ion (Ar+) laser light with an inter beam angle at ~60° and 1000mJ/cm2 exposure energy. The grating vector is parallel to the sample surface.

Table 1
Weight ratios of mixture components for different nano-SiO2 concentration sample groups with the same thickness of ~1.6mm.

The diffraction efficiency (η) of the transmission hologram shown in Table 2 was measured at 488nm for each group with different concentrations of nano-SiO2. For sample Group 1, diffraction efficiencies up to 80% has been demonstrated in Ref [13,1517]. The maximum η can be improved up to 93% in Group 2 with nano-SiO2 at the weight ratio of 0.1. The samples with nano-SiO2 at the weight ratio of 1.0 were highly non uniform [7,8] making grating recording barely possible for this mixture. In addition, Figure 1 shows the measured angular selectivity for high η samples of Groups 1 and 2. From the figure, it can be seen that Full-Width-Half-Maximum (FWHM) is reduced from 0.049 to 0.024 degrees with the inclusion of nano-SiO2, and this indicates that grating effective thickness [1517] has been significantly increased.

Figure 1
Angular spectrum of the 0.0 and 0.1 weight ratio nano-SiO2 in PQ-PMMA. Dashed line data obtained from Ref. [17].
Table 2
Measured diffraction efficiency for different nano-SiO2 concentration sample groups

According to Kogelnik’s coupled-mode theory [18,19], η and selectivity can be theoretically predicted for volume holograms with different parameters. For a lossy and un-slanted transmission phase grating, the η of the grating is given by

equation M1
Eq. (1)

equation M2
Eq. (2)

where Δn and d represent index modulation and grating thickness of the hologram, respectively. Δθ is the angular deviation from Bragg-matched angle θ0, and α is the loss coefficient including absorption and scattering loses. The dephasing parameter [theta] can be written as

equation M3
Eq. (3)

equation M4
Eq. (4)

where the grating vector K = 2(2πn/λ)sinθ0 and n is the index value of the hologram. With Bragg-matched wavelength λ =488 nm, the dephasing parameter equation M5.

Coupled wave theory is used to determine the index modulation and grating thickness by comparison with the experimental results. Figure 2 shows the comparison for the Group 2 formulation which gave the highest diffraction efficiency. The solid line represents the theoretical values and the star markers represent the experimental values. The index modulation is determined by matching the amplitude of the diffraction efficiency curve, while the grating thickness is determined by matching the FWHM bandwidth. The simulation gives an index modulation of 2.3×10−4 and grating thickness of 0.96mm with parameters n =1.49 and α =0.028/mm and are listed in Table 3. Using n =1.49 and α =0.009/mm for Group 1 without nano-SiO2 in PQ-PMMA [15,16], an index modulation of 2.0×10−4 and an grating thickness of 0.62 mm were determined and are also listed in Table 3.

Figure 2
Comparison of theoretical and experimental diffraction efficiency and Bragg selectivity values obtained from single grating nano-SiO2 sample Group 2.
Table 3
Summary of the parameters and performance for high η sample groups.

In addition, for the Group 2 mixture the angular FWHM is reduced from 0.049 to 0.024 degrees with the inclusion of nano-SiO2. According to Eq. 4, the spectral FWHM will also be reduced from 0.72nm to 0.34nm. This indicates that the index modulation and diffraction efficiency are improved significantly up to and equation M6 and equation M7, respectively. In addition, the spectral selectivity and grating thickness can be improved by equation M8 and equation M9, respectively.

Multiplexed gratings were also made using different nano-SiO2 concentration sample groups as shown in Table 1. The bulk polymerization process is the same as the procedure described earlier. A pre-exposure of 360mJ/cm2 and a dark delay time of 10s were used as described in Ref. [14]. The exposure energies for the two multiplexed gratings were 1000mJ/cm2 and 825mJ/cm2, respectively. The nominal angle between signal and reference arms was ~60° and was changed by 2° between exposures to record a hologram with a different reference beam angle and point source location. The displacement between point source locations along the optical axis was 50μm. The η values of the multiplexed transmission hologram were measured at 488 nm for each group with different concentrations of nano-SiO2 shown in Table 4. The maximum η values for two multiplexed holographic gratings were 59% and 42% and were obtained with Group 2. The angular FWHM was also reduced from ~0.05° to ~0.02°. This indicates that sample Group 2 with the inclusion of nano-SiO2 enhances both η and Bragg selectivity for multiplexed holographic gratings.

Table 4
Measured η of multiplexed gratings for different nano-SiO2 concentration sample groups

Figure 3 shows the multiplexed hologram using sample Group 2 of nano-SiO2 doped PQ-PMMA in the experimental imaging system. Each multiplexed grating acts as a spatial-spectral filter to simultaneously project images from different depths on a CCD camera. An Olympus objective lens (ULWDMSPlan50X), a Mitutuyo imaging lens (MPlanAPO20X), and an Andor iXon CCD array (Andor X-2647) were used. The resultant images from two depths within a grapefruit skin are shown in Figures 4(a) and (b) and were reconstructed by the same multiplexed hologram. Very small features of ~8μm size can be resolved. The separation between the two depths within the grapefruit tissue was ~65μm. One reconstructed layer is close to the grapefruit surface, and the other is at the depth of ~65μm. The grapefruit skin was illuminated using a red LED with a central wavelength at ~630nm and a spectral bandwidth of ~25nm. The field of view of both images is ~1mm×0.8mm.

Figure 3
Experimental imaging setup.
Figure 4
Two depth-resolved images of a grapefruit skin obtained using multiplexed sample Group 2 with two holographic gratings. Grapefruit tissue features (~8μm) can be visualized.

In summary, nano-SiO2 doped PQ-PMMA material has been demonstrated to offer high angular and spectral selectivity for holographic imaging filters. Analysis of the data shows that the holographic gratings formed in the optimized nano-particle doped PQ-PMMA material can significantly improve Bragg selectivity and increase the diffraction efficiency by 53% and 16%, respectively. It is also possible to multiplex gratings in this material with high diffraction efficiency for sampling information from multiple object depths.


The authors gratefully acknowledge the support from the following sponsors: the National Institutes of Health (NIH-R21CA118167 and NIH-RO1CA134424), National Science Council (NSC-97-2917-I-564-115), and the BioSystems and Micromechanics (BioSyM) Interdisciplinary Research Group of the Singapore MIT Alliance for Research and Technology Centre (SMART 015824-039). The authors are grateful to Dr. Robert H. McMullin and Dr. Li-piin Sun for valuable discussions.


1. Barbastathis G, Balberg M, Brady DJ. Confocal microscopy with a volume holographic filter. Optics Letters. 1999;24:811–813. [PubMed]
2. Liu W, Psaltis D, Barbastathis G. Real-time spectral imaging in three spatial dimensions. Optics Letters. 2002;27:854–856. [PubMed]
3. Sinha A, Barbastathis G. N-ocular volume holographic imaging. Appl Opt. 2004;43:5784–5795. [PubMed]
4. Li Z, Psaltis D, Liu W, Jonson WR, Bearman G. Volume holographic spectral imaging. Proceedings of the SPIE. 2005;5694:33–40.
5. Sun W, Barbastathis G. Rainbow volume holographic imaging. Opt Lett. 2005;30:976–978. [PubMed]
6. Luo Y, Gelsinger PJ, Barton JK, Barbastathis G, Kostuk RK. Laser-induced fluorescence imaging of subsurface tissue structures with a volume holographic spatial-spectral imaging system. Opt Lett. 2008;33:2098–2100. [PubMed]
7. Suzuki N, Tomita Y. Silica-nanoparticles-dispersed methacrylate photopolymers with net diffraction efficiency near 100% Applied Optics. 2004;43:2125–2129. [PubMed]
8. Tomita Y, Suzuki N, Chikama K. Holographic manipulation of nanoparticle distribution morphology in nanoparticle-dispersed photopolymers. Opt Lett. 2005;30:839–841. [PubMed]
9. Tomita Y, Suzuki N, Chikama K. Highly transparent ZrO2 nanoparticle-dispersed acrylate photopolymers for volume holographic recording. Optics Express. 2006;14:12712–12719. [PubMed]
10. Tomita Y. Nanoparticle-photopolymer composites for holographic applications. CLEO/Europe and IQEC 2007 Conference Digest; 2007. p. CC1_1.
11. Steckman GJ, Solomatine I, Zhou G, Psaltis D. Characterization of phenanthrenequinone-doped poly(mehyl methacrylate) for holographic memory. Opt Lett. 1998;23:1310–1312. [PubMed]
12. Lin SH, Hsu KY, Chen W, Whang WT. Phenanthrenequinone-doped poly(mehyl methacrylate) photopolymer bulk for volume holographic data storage. Opt Lett. 2000;25:451–453. [PubMed]
13. Russo JM, Kostuk RK. Temperature dependence properties of holographic gratings in phenanthrenquinone doped poly(methyl methacrylate) photopolymers. Appl Opt. 2007;46:7494–7499. [PubMed]
14. Luo Y, Gelsinger PJ, Barton JK, Barbastathis G, Kostuk RK. Optimization of multiplexed holographic gratings in PQ-PMMA for spectral-spatial imaging filters. Opt Lett. 2008;33:566–568. [PubMed]
15. Sato A, Kostuk RK. Holographic Edge-Illuminated Polymer Bragg Gratings for Dense Wavelength Division Optical Filters at 1550 nm. Appl Opt. 2003;42:778–784. [PubMed]
16. Kostuk RK, Maeda W, Chen C-H, Djordjevic I, Vasic B. Cascaded Holographic Polymer Reflection Grating Filters for Optical-code-division-multiple-access Applications. Appl Opt. 2005;44:7581–7586. [PubMed]
17. Maeda WK. Thesis. The University of Arizona, ECE Department; 2005. Edge-illumination gratings in PQ-doped PMMA for OCDMA applications.
18. Kogelnik H. Coupled wave theory for thick hologram grating. Bell Syst Tech J. 1969;48:2909–2946.
19. Goodman J. Introduction to Fourier Optics. 3. Roberts & Company, Publishers; Englewood: 2005. pp. 336–346.