APPLIED PHYSICS LETTERS 104, 121906 (2014) Highly confined, enhanced surface fluorescence imaging with two-dimensional silver nanoparticle sheets Eiji Usukura,1 Shuhei Shinohara,1 Koichi Okamoto,1 Jaehoon Lim,2 Kookheon Char,2 and Kaoru Tamada1,a) 1 Institute for Materials Chemistry and Engineering, Kyushu University, Fukuoka 812-8581, Japan The National Creative Research Center for Intelligent Hybrid, School of Chemical and Biological Engineering, Seoul National University, Seoul 151-744, South Korea 2 (Received 10 February 2014; accepted 11 March 2014; published online 25 March 2014) A method of obtaining highly confined, enhanced surface fluorescence imaging is proposed using two-dimensional (2D) silver nanoparticle (AgMy) sheets. This technique is based on the localized surface plasmon resonance excited homogeneously on a 2D silver nanoparticle sheet. The AgMy sheets are fabricated at the air–water interface by self-assembly and transferred onto hydrophobic glass substrates. These sheets can enhance the fluorescence only when the excitation wavelength overlaps with the plasmon resonance wavelength. To confirm the validity of this technique, two separate test experiments are performed. One is the epifluorescence microscope imaging of a quantum dot 2D sheet on the AgMy 2D sheet with a SiO2 spacer layer, where the fluorescence is maximized with the 20 nm SiO2 layer, determined by the F€orster resonance energy transfer distances. The second experiment is the imaging of a single fluorescence bead with a total internal reflection fluorescent microscope. We confirmed that the AgMy sheet provides a 4-fold increase in fluorescence with a 160-nm spatial resolution at 30 ms/frame snapshot. The AgMy sheet will be a powerful tool for high sensitivity and high-resolution real time bioimaging at nanointerfaces. C 2014 AIP Publishing LLC. [http://dx.doi.org/10.1063/1.4869560] V Surface plasmon resonance (SPR) sensors were developed for the real-time detection of bio-related molecules on surfaces about 30 years ago.1 Conventional SPR sensors detect refractive index change at the metal interface, with the advantage of label-free detection. However, the sensitivity of this technique was not as high as in fluorescence detection and was one of the reasons why SPR has never dominated fluorescence biosensing in the past decade. Recently, surface plasmon fluorescence spectroscopy (SPFS) has been developed to offer higher sensitivity than a conventional fluorescence system.2 Here, propagating SPR excited on a metal thin film is used to enhance the fluorescence signal. The electric field excited by the propagating SPR is known to be 20–100 times stronger compared with that of the incident light, and the penetration depth is a few hundred nm from the interface. Thus, the SPFS technique has been applied for various high-sensitive biosensors at the interface, especially to challenge their detection limit.3 However, the weak point of the propagating SPR was the spatial resolution caused by their propagating property of more than a few lm at the interface, which has not allowed high-resolution molecular imaging. In this study, we propose to utilize localized surface plasmon resonance (LSPR) instead of the propagating SPR for highly sensitive and high-resolution fluorescence imaging. The LSPR excited on noble metal nanoparticles has the potential to excite even stronger electric fields than the propagation mode, especially at the nano-gaps between adjacent particles.4 The primary advantage of LSPR is its spatial confinement (both in plane and out), which makes highresolution imaging possible. On the other hand, one potential a) Electronic mail: tamada@ms.ifoc.kyushu-u.ac.jp 0003-6951/2014/104(12)/121906/5/$30.00 problem is the difficulty of controlling the spatial distribution of the particle arrays on the surface. The top-down technology creates regular arrays; however, the density of the arrays is limited (the distance between the arrays is typically 100 nm or more) with current technology.5 The bottom-up technology provides nano-sized particles immobilized on solid substrate; however, these are mostly randomly located.4 In a previous study, we have succeeded in fabricating Ag-nanoparticle, two-dimensional (2D) crystalline sheets by self-assembly at the air–water interface. Fig. 1 shows a scanning electron microscope (SEM) image of 2D sheet composed of myristate-capped Ag nanoparticles (AgMy) transferred to hydrophobic Si-wafer. The AgMy were synthesized by thermal reduction of silver acetate precursor in the melt of myristic acid as described before.6 In such a sheet, the LSPR wavelength can be tuned by the kind of metal species (Ag or Au), the size of particles, the distance between adjacent particles controlled by organic capping molecules, and their macroscopic domain size. When these parameters are in the correct ranges, the sheet can have a sharp, strong LSPR absorption band. In this report, we utilize a 2D sheet composed of AgMy for LSPR field–enhanced fluorescence microscope imaging. In order to confirm the validity of this technique, we performed two separate test experiments. One was epifluorescence microscope imaging of a quantum dot (QD) 2D sheet on an AgMy sheet with a SiO2 spacer layer. Another was imaging of a single fluorescence bead (1 lm in diameter) under a total internal reflection fluorescence (TIRF) microscope. We then compared the intensities and the spatial resolution of the fluorescence images with and without the AgMy sheet (AgMyþ or AgMy) quantitatively. 104, 121906-1 C 2014 AIP Publishing LLC V This article is copyrighted as indicated in the article. Reuse of AIP content is subject to the terms at: http://scitation.aip.org/termsconditions. Downloaded to IP: 133.5.140.72 On: Fri, 28 Mar 2014 11:07:24 121906-2 Usukura et al. FIG. 1. (a) Scanning electron microscope (SEM) image of AgMy nanosheet (monolayer) on Si wafer. (b) A schematic drawing of interdigited structure of AgMy. Fig. 2(a) shows the structure of the test experiment with epifluorescence microscope (ECLIPSE 80i, Nikon, Japan). The QDs with oleic acid capping were synthesized as described in the literature.7 The QD monolayer sheet was fabricated in the same way as the AgMy sheet by FIG. 2. (a) A structure of the test experiment with QD sheet using epifluorescence microscope. (b) The absorbance spectrum of the AgMy sheet (gray line) and excitation (blue line) and fluorescence (red line) spectra of the QD sheet. (c) The QD fluorescence images on AgMyþ and AgMy with a different thickness of SiO2 spacer layer, 10 nm, 20 nm, 50 nm, and 100 nm, and the histograms of ‘counts per pixel’ obtained from the fluorescence images. The black and gray bars represent the data on AgMyþ and AgMy, respectively. The inserted numbers are averaged ‘counts per pixel.’ EF is the enhancement factor calculated from the averaged ‘count per pixel.’ Appl. Phys. Lett. 104, 121906 (2014) self-assembly at the air-water interface. The excitation wavelength was 450–490 nm under a filtered mercury lamp, which overlapped with the LSPR absorption band of the AgMy sheet (Fig. 2(b)). The epifluorescence images of the QD sheet on AgMyþ and AgMy substrates taken by a chargecoupled device (CCD) camera (DS-Filc, Nikon), where SiO2 spacer thickness is varied from 10 to 100 nm, are shown in Fig. 2(c). When QDs layer was deposited directly on the AgMy sheet, the fluorescence from the QD layer was completely attenuated by F€orster resonance energy transfer (FRET)8 (data are not shown). The fluorescence was still slightly lower on AgMyþ than that on AgMy with a 10 nm SiO2 spacer layer (enhancement factor (EF): 0.93). The enhanced fluorescence was obtained for the sample with a 20 nm SiO2 layer (EF: 1.18), in which the irradiated area was homogeneously enhanced. The cracked pattern in the image originates from the defects of the QD layer. When the thickness of the SiO2 spacer layer was more than 50 nm, the fluorescence intensity became nearly identical between the AgMyþ and AgMy samples (EF: 0.99). The above phenomenon is reasonably explained by the correlation between the LSPR field and FRET distances.9 The maximum EF obtained was only 1.18 since the excitation by the directly irradiated light from the top surface is dominant in this system (the influence of LSPR field enhancement at the bottom layer was not so significant). Next, we tested the efficiency of the AgMy sheet as a substrate for high-resolution fluorescence imaging under a TIRF microscope (ECLIPSE Ti, Nikon). Since the TIRF microscope utilizes an evanescent field, it can have a high spatial resolution for both in-plane and depth directions, overcoming the light diffraction limit. However, the absolute intensity of fluorescence excited by the evanescent light is much weaker compared with the conventional fluorescence microscope images taken by ordinary light. It needs improvement, especially when we consider high-speed realtime imaging. The propagating SPR excited on a metal thin film seems to be useful for this purpose, too;10 however, as mentioned above, the propagation mode of the SPR is limited in spatial resolution. We believe that our AgMy sheet may realize both high sensitivity and high spatial resolution under TIRF microscope imaging. Schematics of test samples with a TIRF microscope are shown in Fig. 3(a). Fig. 3(c) shows the fluorescence snapshot images of a single fluorescence bead (TransFluoSpheres, Molecular Probes, 1 lm in diameter) on the AgMyþ and AgMy substrates, taken by a high-speed CCD camera (EM-CCD C9100-13, Hamamatsu Photonics). The time resolution was 30 ms/frame. The laser wavelength of 488 nm is overlapped with the LSPR absorption band of the AgMy sheet (Fig. 3(b)). The fluorescence intensity of the single bead was estimated from the photon count per pixel after background subtraction. The maximum count obtained from the brightest pixel was 473 on AgMyþ, and was only 112 per pixel on AgMy. We estimated the EF by LSPR to be 4.2. Concerning the spatial resolution, one pixel in the image is about 160 nm squared determined by the lens magnification and the resolution of CCD camera, which was clearly resolved at the edge of the bead image on AgMyþ in Fig. 3(c). The measured diameter of the bead located on This article is copyrighted as indicated in the article. Reuse of AIP content is subject to the terms at: http://scitation.aip.org/termsconditions. Downloaded to IP: 133.5.140.72 On: Fri, 28 Mar 2014 11:07:24 121906-3 Usukura et al. FIG. 3. (a) A structure of the test experiment with fluorescence beads on AgMyþ and AgMy using TIRF microscope. The diameter of fluorescence bead is 1 lm. Incident light wavelengths are 488 nm and 591 nm. (b) The absorbance spectrum of AgMy sheet (gray line) and excitation (blue line) and fluorescence (red line) spectra of fluorescence beads. (c) Fluorescence snapshots of single beads (30 ms/frame). The left figure was taken on AgMyþ and the right was on AgMy. The angle of incidence was 74 degrees. The maximum photon count per pixel was 473 on AgMyþ and 112 on AgMy. The EF was estimated to be 4.2. The movies are available online (Multimedia view) [URL: http://dx.doi.org/10.1063/1.4869560.1] [URL: http://dx.doi.org/10.1063/1.4869560.2]. AgMyþ was about 1 lm. The evanescent depth calculated at an incident angle of 74 degrees was 64 nm (see the upper and lower X-axes of Fig. 4 at 488 nm), and the cross sectional diameter of the bead at this depth position was expected to be 510 nm by a simple geometrical calculation. It means that the obtained image, 1 lm in diameter, seems to be slightly enlarged compared with the expected one; however, when we consider the light confinement in the bead (with a high refractive index), the measured size would be reasonable. Thus, we could confirm that the TIRF image on Appl. Phys. Lett. 104, 121906 (2014) the AgMy sheet keeps the same spatial resolution as that without the sheet, i.e., no decline in the spatial resolution by the LSPR field-enhancement was confirmed. Fig. 4 summarizes the correlation between the EF and the evanescent light depth for 488 nm and 591 nm wavelengths of lasers. The 488 nm laser overlaps with the LSPR absorption band of AgMy sheet, while 591 nm laser does not, as shown in Fig. 3(b). The EF value was calculated from the total photon counts of the bead (15 15 pixels). The largest EF value was obtained when the 488 nm laser was employed with the largest incident angle (76 degrees), i.e., at the shallowest evanescent field. On the other hand, the enhancement remained quite small for 591 nm wavelength, independent of the evanescent light depth. The data revealed that the LSPR field–enhanced factor was indistinct at the absorption edge of the AgMy sheet. In other words, the enhanced fluorescence obtained with the 488 nm wavelength was certainly due to the LSPR field enhancement on the AgMy sheet. The fluorescence intensity from the bead can be estimated by the local intensity of the evanescent light, the EF from LSPR, and the quenching by FRET. The intensity of evanescent light (I) is given by the following single exponential functions (1) and (2). Here d is the distance from the plane of total reflection (cover glass–water interface), d0 is the depth of evanescent light, k is the wavelength of incident laser, h is the incident angle, and n1 and n2 are the refractive indices of cover glass (1.522) and water (1.33), respectively. d ; (1) I ¼ I0 exp d0 d0 ¼ k qffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffi : 4p n21 sin2 h n22 (2) In order to estimate the EF by LSPR, first we conducted a simulation using the finite-difference time-domain (FDTD) method with commercial software, Poynting for Optics (Fujitsu, Japan). Here, the spatial distribution of the electric field was calculated in a manner similar to our previous study,6 based on hexagonally packed 5-nm Ag nanoparticles with the interparticle distance of 2 nm. The particles were encapsulated into 2-nm thick model surfactant layers (refractive index n ¼ 1.5), and the AgMy model sheet was placed at the glass–water interface. In the simulation, the pulsed plane light composed of a differential Gaussian function centered at 1.5 fs with a width of 0.5 fs, an intensity of 1 V/mm, and a FIG. 4. Experimentally obtained EFs plotted against the incident angle and the evanescent light depth of the excitation light, at the wavelength of 488 nm and 591 nm. The evanescent light depths are calculated from microscope-specific equations. Solid lines are theoretically obtained EF values from the evanescent field intensity and LSPR and FRET effects as described in Fig. 5. This article is copyrighted as indicated in the article. Reuse of AIP content is subject to the terms at: http://scitation.aip.org/termsconditions. Downloaded to IP: 133.5.140.72 On: Fri, 28 Mar 2014 11:07:24 121906-4 Usukura et al. Appl. Phys. Lett. 104, 121906 (2014) bandwidth of around 600 THz (500 nm wavelength), irradiated the AgMy layer from the backside of the glass substrate. The detection point of the local electric field was located at the center position of adjacent AgMy particles (“hot spot”) in the plane of the sheet (Z ¼ 0) and then moved into the water phase, perpendicular to the surface (Z > 0). A schematic for the FDTD simulation model is given in Fig. 5(a). Optical intensities at 488 nm and 591 nm wavelengths of light were calculated from the square of local electric fields, as shown in Fig. 5(b) with dashed dotted lines, where the original light intensity was normalized to unity. The calculation result revealed the largely enhanced electric field localized within a 5 nm region from the particle for both wavelengths. We note that the intensity was 10 times stronger at 488 nm compared with 591 nm. FRET’s attenuation factor was calculated using below equations:11,12 " 4 #1 df Id ¼ 1þ ; I1 d " c3 U d df ¼ 0:225 2 x xf kf (3) #1=4 : (4) Here Id is the fluorescence intensity at distance d, I1 is the fluorescence intensity at infinitely far from the metal surface, orster distance, c is the speed of light in vacuum, x df is the F€ is the angular frequency of the donor’s electronic transition, and Ud is the quantum yield of donor. Moreover, xf is the Fermi angular frequency of metal while kf is the Fermi wavenumber of metal. Calculated FRET profiles are shown in Fig. 5(b) with dotted lines. FRET distances df indicate the separation between the fluorophore and the metal surface. The typical value of the FRET distance was 5–7 nm.2 In this FIG. 5. (a) The model for the FDTD calculation of the AgMy 2D nanosheet, and the spatial distribution of the local electric field calculated from the model. The diameter of Ag core is 5 nm, and the gap distance is 2 nm. (b) The calculated intensity of the optical field under the influence of LSPR and FRET at 488 nm and 591 nm. Dashed dotted lines are the LSPR field intensities calculated by FDTD simulation. Dotted lines represent the FRET effect given by Eqs. (3) and (4). Solid lines correspond to the relative intensity of the optical field as the products of FRET and LSPR effects. paper, we used df ¼ 5 nm for subsequent calculations. Solid lines in Fig. 5(b) correspond to the relative intensity of the optical field as the distance-dependent products of the FRET attenuation factors and the LSPR EF. An optical field enhanced 50-fold field was obtained a few nm from the plane. Although it was attenuated drastically by distance, a factor of 10 enhancement remained 10 nm from the plane, with a long tail extending out to 50 nm. On the other hand, no enhanced optical field was obtained with 591 nm wavelength of light. The dip of the electric field appearing at 5 nm from Z ¼ 0 was due to the organic capping layer. Solid lines in Fig. 4 are the theoretically obtained EF values from the evanescent field intensity, LSPR, and FRET effects described in Fig. 5(b). The trends in the theoretical values agreed with the experimental ones, i.e., the EF value increased as the incident angle increased at 488 nm while no enhancement was obtained at 591 nm. The difference between theoretical and experimental values may be caused by the optical configuration of the microscope, which was completely omitted in the theoretical calculation. Possible effects include light extraction efficiency through the high refractive index AgMy layer and the objective lens. Our experimental and theoretical results show that the LSPR excited by the AgMy sheet strongly confines light few tens of nanometers from the interface and enhances the fluorescence only when the excitation wavelength overlaps with the LSPR wavelength. This technique must be certainly effective for the imaging of real nanointerfaces, requiring high signal-to-noise ratios, high spatial resolution, and high speed (the time resolution of this experiment was 30 ms/frame by the performance limitation of the CCD camera; however, it can be certainly faster). In summary, we demonstrate the LSPR field–enhanced fluorescence imaging on an AgMy sheet by two separate experiments: One is the epifluorescence microscope imaging of a QD 2D sheet, and another is the TIRF microscope imaging with a single fluorescence bead. We have confirmed that our AgMy sheet enhances fluorescence signals for both microscope images, especially with the TIRF microscope under evanescent light, where the EF was 4, with a spatial resolution of 160 nm at 30 ms/frame snapshot. The homogeneously excited LSPR field on a large surface by selfassembled metallic nanoparticles must be a powerful tool for highly sensitive and high-resolution imaging of biomolecules such as single proteins, tissues, and cells, especially for the dynamics of a single molecule requiring high-speed imaging (sufficiently strong fluorescence signal with a high signal-tonoise ratio and high spatial resolution are required).13 This work was supported by NEXT Program in JSPS Funding Program of Japan. K.T. acknowledges Ms. K. Michioka and Dr. Ikezoe for the SEM observation. K.C. acknowledges the financial support from the National Creative Research Initiative Center for Intelligent Hybrids (No. 2010-0018290) through the National Research Foundation of Korea (NRF) grants and the BK Plus Program funded by MEST of Korea. 1 2 B. Liedberg, C. Nylander, and I. Lunstr€ om, Sens. Actuators 4, 299 (1983). T. Liebermann and W. Knoll, Colloids Surf. A 171, 115 (2000). 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