Chenxin Zhou*,
Qingtong Wang,
Changlin Dong,
Jiajun Gu* and
Di Zhang
School of Materials Science and Engineering, Shanghai Jiao Tong University, Shanghai, China. E-mail: zhouchenxin@sjtu.edu.cn; gujiajun@sjtu.edu.cn
First published on 11th March 2024
We constructed a bio-structured surface-plasmonic/magneto-optic composite of ferromagnet metal Ni and noble metal Au. It was found that Ni Morpho menelaus (Mm) butterfly wings (BWs) with a natural photonic crystal structure have an apparent enhancement of light reflection under a 0.3 T magnetic field. Additional introduction of discrete Au particles helps further increase this magnetism-induced response. Compared with Mm-Ni-BWs, Mm-Ni–Au30-BWs’ reflectance increases 5.3 times at 1944 nm. This investigation helps reveal and understand the effects of new micro-nanostructures on surface plasmon/magneto-optic coupling, benefiting future applications of biology sensors, chemical sensors, photonic chips, electrical communication systems, etc.
There are two key factors that determine the performance of a magnetic surface plasmon system: magneto-optical response and optical wave loss. When a ferromagnet is subjected to a small external magnetic field, the dielectric tensor changes from symmetric to asymmetric. The Kerr effect in the transmission direction and Faraday rotation in the reflection direction both occur obviously, showing a strong magneto-optical response. However, ferromagnets have large optical wave loss, and the plasmon resonance is mostly in the visible light range with a wide wavelength.8 In comparison, precious metals can effectively reduce light wave loss and achieve plasmon resonance at precise wavelengths,9 but the magneto-optical response of precious metals is much weaker under the same external conditions. Therefore, it is promising to combine the high magneto-optical response of the ferromagnet and the plasmon resonance effect of the precious metal, to enhance the magneto-optical effect generated by the surface plasmon excitation.10–13
To develop nanostructures for magnetic surface plasmon applications, several problems are yet to be solved. First, the manufacturing process is complex and expensive. Second, the electromagnetic field inside the nanostructure presents nonlinear distribution. Currently, the nanostructure prepared by artificial physical and chemical methods is relatively limited, which is not easy to be refined and is complicated. It is difficult to perfectly match the magnetic surface plasmon effect, limiting the further development of magnetic surface plasmon system. Third, the mechanism of MP effect has not been studied deeply enough. More nanostructures need to be created as model materials to deepen researchers' understanding of the physical principle and coupling process behind MP effect.
Nature provides solution to solve the above problems. After billions of years of evolution, various natural species have developed a large number of complex and fine structures, which are perfect natural optical materials showing excellent optical properties. Tan et al. developed a versatile approach to fabricate intact 3D metallic butterflies with a sub-micrometer level spatial resolution.14–16 Using periodic structures as templates, new micro-nano structured optical materials can be prepared by manually converting their components into functional materials while retaining the natural fine-graded periodic structures. These materials have fine and complex micro–nano structures. This feature can match the electromagnetic field distribution under the influence of different materials and realize the coupling of material characteristics and natural structures, which is benefit for the study of the simulation process and the essential mechanism. In addition, these materials have several advantages including easy to fabricate, low cost, and difficult to prepare via other artificial methods, etc.
Here we use two types of butterfly wings (BWs), i.e., Papilio paris (Pp) and Morpho menelaus (Mm), as templates, to successfully fabricate a surface-plasmonic/magneto-optic composite with 3D sub-microstructures (Ni–Au30-BWs). The magneto-optical effect of the material in a wide spectrum of 250–2500 nm is also investigated. The influence of 3D sub-microstructures and Au surface states on the magneto-optical effect are studied. This research will enlarge the practical application of magneto-optical effect. It can be used to make wide spectrum response of magneto-optical switch or optical isolators, which is an important way to achieve optical non-reciprocity and plays an important role in optical communication and lasers.
Scanning electron microscopy (SEM) and transmission electron microscopy (TEM) images provide further insight into the morphologies and microstructures of these two kinds of butterflies, i.e., Pp Ni-BWs (Fig. 2a) and Mm Ni–Au30 BWs (Fig. 2e). The seamless, continuous shell at the contacting junction between the ridges and the scale bottom suggests that the Pp Ni–Au30 BWs (Fig. 2b) and Mm Ni–Au30 BWs (Fig. 2f) retained the overall scale morphology of the original BW. In the mapping results (Fig. 2c and g), it can be found that the continuous Ni film was plated on the surface of BWs structure, while the Au nanoparticles were distributed discretely on Ni. The Ni crystal lattice parameter of (111) plane is 0.25 nm, which is same (0.25 nm) as reported in literature,18 marked as the red lines in Fig. 2d and h. The Au crystal lattice parameter of (111) plane is 0.232 nm, which is nearly same (0.23 nm) as reported in literature,19 marked as the green lines in Fig. 2d and h.
X-ray diffraction (XRD) was used to determine the structure of Ni BWs (Fig. S4†) and Ni–Au30 BWs (Fig. 3a). As compared to the XRD standard PDF card, Au (111), (200), (311), (222) (PDF: 99-0056) and Ni (111) (PDF: 87-0712) scores were obtained. This result is consistent with crystal lattice images from Fig. 2d and h. The reflectance spectra were measured via a spectrophotometer (PerkinElmer Lambda 750s). To analyse the magneto-optic effects, we measured the reflectance (250–2500 nm) spectra of Ni-BWs (Fig. 3b) and Ni–Au30 BWs (Fig. 3c) under a 0.3 T magnetic field, which is perpendicular to the BWs (Fig. 3f). The reflectance of two Ni BWs was changed less than 4% (inset Fig. 3b) at the reflection peak at 1944 nm. Compared to the Ni-BW samples without the help from Au particles, the reflectance spectrum of Ni–Au30 BWs increased from 3.8% to 12.7% and 3.7% to 19.6% for Pp and Mm, respectively (Fig. 3d). It can be concluded that discrete Au nanoparticles amplify the magneto-optical effect due to its localized surface plasmon resonance (LSPR). The Mm with the natural photonic crystal configuration had a 5.3-times variation. When the size of Au nanoparticles is 30 nm, it had exhibited a characteristic LSPR maximum at 525 nm.20 The reflectance changes under the 0.3 T magnetic field for these two Ni BWs were both less than 4% (inset of Fig. 3b) at 525 nm. Compared with Ni-BWs, the Ni–Au30 BWs reflectance spectrum of Mm increased from 1.4% to 6.8% (Fig. 3d), while Pp have no noticeable change. Comparing Fig. 2b–f, we can find that the ridges of both Pp and Mm are tree-like.15 Those sub-ridge structures, or “branches”, benefit coupling lights into plasmonic metals.16 This is the reason why both Pp and Mm show reflectivity changes. However, the Pp structure has 5–7 layers, less than the 10–12 layers of Mm structure, making its optical response weaker than Mm.16 The pretreatments of BWs were mainly for hydrophilization rather than decolorization. Hence, there were some remaining pigments in the sample, causing Pp and Mm were slightly different in color and also affecting the baselines of spectra in Fig. 3c.
The reflectance spectrum of Pp-Ni–Au30 BWs changes with the intensity of applied magnetic fields (Fig. 3e, V denotes that the magnetic field is vertical to the sample surface). The reflectance of Pp-Ni–Au30 BWs at 1944 nm enhances from 2.2% (0.1 T) to 4.6% (0.2 T), and achieves 12.7% under 0.3 T, confirming the increase in reflectance with the vertically applied magnetic fields. The intensity of magnetic field was calibrated via a KT101 handheld Tesla meter.
Since the reflectance of Pp-Ni–Au30 BWs increases with the vertically applied magnetic fields, we further investigate the magnetic properties of Pp-Ni–Au30 BWs and Pp-Ni BWs. The hysteresis loops were measured using a magnetic performance measurement system (MPMS3). From the hysteresis loops presented in Fig. S2,† several magnetic parameters can be determined (Table 1). Both Pp-Ni-10 min–Au30 and Pp-Ni-10 min have small coercive forces and low saturation magnetizations, which exhibit nearly super-paramagnetic behaviors.21
Materials | Coercivity (Oe) | Remanence (emu g−1) | Approximate saturation (Oe) | Saturation magnetization (emu g−1) |
---|---|---|---|---|
Pp-Ni-10 min–Au30 | 80 | 1.43 | 6000 | 7.74 |
Pp-Ni-10 min | 60 | 1.91 | 6000 | 11.69 |
To further analyse the influence of structure and Au nanoparticles on magneto-optical effect, we have designed several control experiments. First, we compared the Ni sheet and Au nanoparticles self-assembled on the surface of Ni sheets. The Ni sheets have smooth surface (Fig. S3†). Second, we compared the Pp-Ni BWs fabricated with two electroless Au plating time (5 and 10 min). Both samples have continuous Au film (Fig. 4a and b). When the applied magnetic field was 0.3 T, the reflectance spectra of Ni sheet, Ni sheet–Au nanoparticles, and Pp BWs (Ni 5 min, Au 5 min; Ni 5 min, Au 10 min) barely changed (Fig. 4d).
Fig. 4 (a) and (b) SEM images of Pp-Ni5minAu5min and Pp-Ni5minAu10min respectively; (c) XRD results of Pp-Ni5minAu5min and Pp-Ni5minAu10min; (d) Reflectance spectra of the comparison experiment. |
Through comparative experimental analysis, this magneto-optical phenomenon appears on three-dimensional structure Ni with discrete Au nanoparticles. Combining with the results in Fig. 3e and S2,† we speculate that this phenomenon might originate from a structural change of the BWs under the applied magnetic field.22 It was reported that the addition of external magnetic field can lead to a structural shrinkage, which will cause a slight shift for the reflection peak.22 We thus conducted finite-difference time-domain (FDTD) simulations for Pp-Ni–Au BWs (Fig. 5a) and Pp-Ni BWs (Fig. S5a†). The ridge structure and “window” structure of Pp BWs were reduced to a tree-like unit (P1, Fig. 5c) and a regular honeycomb unit (P2, Fig. 5c), respectively. According to our analyses on SEM characterizations, the height and spacing of P1 were set to be 1.68 μm and 0.27 μm, respectively, and the P2 thickness was set to be 2.15 μm. Results show that when the height and layer spacing of P1 decreased to 1.51 μm and 0.24 μm under magnetic field (∼10% structural shrinkage from its original magnetic-field-free counterpart22), respectively, the reflection could somewhat increase (Fig. 5d). However, compared with Pp-Ni BWs (red dashed line), the reflection of Pp-Ni–Au30 BWs (blue dashed line) exhibited significant enhancement under magnetic field. This additional increase in reflection might originate from a coupling effect between LSPR of Au nanoparticles and the structural changes under magnetic field. In-depth studies are still underway at present.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d3ra04898e |
This journal is © The Royal Society of Chemistry 2024 |