Photonics Research, Volume. 13, Issue 8, 2046(2025)

Infrared-surface-plasmon-assisted thermal probe nanolithography using a radially polarized vortex and continuous-wave laser

Ruiguang Peng1、*, Yan Meng2, Jingda Wen3, Shijia Feng1, and Qian Zhao4
Author Affiliations
  • 1Institute of New Materials and Advanced Manufacturing, Beijing Academy of Science and Technology, Beijing 100084, China
  • 2School of Mechanical and Electronic Engineering, China University of Mining and Technology, Beijing 100083, China
  • 3State Key Laboratory of New Ceramics and Fine Processing, School of Materials Science and Engineering, Tsinghua University, Beijing 100084, China
  • 4State Key Laboratory of Tribology, Department of Mechanical Engineering, Tsinghua University, Beijing 100084, China
  • show less

    Surface plasmonic polaritons (SPPs) break Abbe’s diffraction limit in the near field and provide a promising solution for high-resolution nanolithography without reducing illuminating wavelength. However, the resolution of the normal plasmonic lithography method based on ultraviolet exposure of a photoresist heavily relies on the size of the elaborate nanostructures, which usually require precise nanofabrication. Meanwhile, a high-cost pulsed laser is required as the light source to further reduce the lithography linewidth. Here, we establish a high-resolution and low-cost scanning probe nanolithography system based on the infrared surface plasmons. An easy-fabrication probe is designed by tailoring four concentric annular slits with a moderate width of 200 nm, which couples the incident radially polarized beam into SPPs, resulting in an ultra-strong spot at the tip apex. Such superfocusing mode is demonstrated to apply to the thermal field through the optical-thermal effect so as to cause the heat accumulation with a more restricted heating area, which is utilized for the thermal probe nanolithography. Experimental results indicate that the subwavelength feature with a linewidth down to 13 nm is realized using an inexpensive 1064 nm wavelength continuous-wave laser. Our scheme shows great potential in fabrication of planar optical elements with small size and high flexibility, and can also find extensive applications in areas such as single-molecule spectra, biological detection, and optical microscopy.

    1. INTRODUCTION

    The development of nanofabrication technology forms the cornerstone of modern nanoscience; achieving nanoscale manufacturing with finer patterns is thus essential for broad applications such as nano-electronics, metrologies, and molecular biology. The most commercialized technology, photolithography, provides the platform for large-area and high-throughput production of electronic and photonic devices. Owing to the optical diffraction limitation, shrinking the wavelength of the light source has been continuously investigated to achieve higher resolution. The deep/extreme ultraviolet lithography technique and soft X-ray [1,2] have been significantly expanded over the decades to further push the nanofabrication limit. However, the high cost and complex process bound their application in large-scale production, which can hardly be popularized in the nanofabrication of small and customized prototype devices. The maskless alternative schemes, such as electron beam lithography [3] and focused ion beam [4], are widely available in nanoscale fundamental research, but the similar challenge to balance the accuracy and the cost still holds. Direct laser writing [5] is a low-cost lithography technique with high processing speed, while the resolution is still restricted by the diffraction limit. Therefore, a high-precision nanofabrication technology with low cost and high flexibility is still highly desired.

    Surface plasmons are recently employed for investigating plasmonic lithography (PL) in the near field [6], which provides a promising solution to reduce the feature sizes with conventional ultraviolet light sources. Utilizing the localized surface plasmon (LSP) induced by either space light or SPPs, PL breaks the intrinsic limit of optical diffraction and confines the light at deep-subwavelength scale [710]. Nanoscale patterning with half-pitch resolutions less than 50 nm has been confirmed using a 365 nm wavelength light source [11,12], demonstrating the potential of PL as a viable and low-cost alternative lithography technology with high resolution. The LSP nanostructure is an essential element in PL to generate sub-diffraction-limited light spots with elaborately designed nano-apertures or nanoparticles [13,14]. For instance, the PL resolution strongly depends on the ridge gap of the bowtie aperture [15,16]. The light spot is commonly equal to or slightly larger than the minimum size of the LSP nanostructure. To achieve a smaller spot, the key size of the LSP nanostructure has been continuously reduced to approach the limiting fabrication resolution of focused ion beam milling (<20  nm), which faces the problem of time consumption and low qualification rate. On the other hand, though the conventional photoresist material is applicable to PL, it has been reported that utilizing the heat from LSP as well as the thermal type resist can further compress the feature size down to half of the light spot [17]. However, a bulky and expensive picosecond pulsed laser is needed to suppress thermal diffusion and limit the exposed feature. Therefore, a scheme to realize smaller feature sizes with an easy-fabrication nanostructure and inexpensive continuous-wave laser should be explored, which would greatly reduce the tool cost.

    To overcome the above obstacles, herein we establish and experimentally demonstrate a thermal probe nanolithography system based on an infrared surface plasmon (ISP). With four exquisitely designed annular slits on an atomic force microscope (AFM) tip, the radially polarized illumination is efficiently converted to ISP, which is then guided and focused at the tip apex to excite an ultra-strong LSP spot. The lower surface plasmon loss at the infrared band leads to higher near-field enhancement compared with the case of ultraviolet light illumination. Besides, a longer wavelength ensures the relatively large key size of the nano-annuli, which reduces the fabrication difficulty. The deep-subwavelength light field squeezing of infrared LSP and optical-thermal effect further leads to the increase of tip temperature above the writing threshold of the thermal resist. We emphasize that the annular slits greatly improve the local thermal concentration even under the continuous-wave laser illumination, which not only allows for heating the tip with reduced laser power, but also minimizes the heating zone without affecting the neighboring region. With these advantages, subwavelength features with a linewidth down to 13 nm are achieved using a 1064 nm continuous-wave semiconductor laser source of only several tens of milliwatts radiation power. In comparison with other PL technologies, our scheme may further lower the cost and technical threshold of nanofabrication.

    2. DESIGN AND SIMULATION OF PLASMONIC PROBE

    Figure 1 depicts the schematic diagram of the proposed ISP-assisted thermal probe nanolithography. A commercially available AFM tip (Nanosensor, uniqprobe) is used as the base of our thermal probe. The cantilever made of a quartz-like material allows the infrared laser to propagate inside the probe with little absorption. A 50 nm thick Au film is coated on the tip side, with the same material and approximate thickness as that of reflective coating on the backside. Such design is beneficial for relieving the bending of the cantilever caused by the nonuniform thermal expansion under laser irradiation [18]. The incident light (red beam) impinges the probe from the cantilever side where a 10 μm aperture is designed as the incident window. The AFM feedback laser (purple beam) is reflected by the remaining Au film into the quadrant photodiodes detector without affecting the AFM measurement functions. The lithography laser transmits through the cantilever and arrives at the four concentric annular slits etched on the Au film. To prevent the direct transmission of the lithography laser, the slit width should be subwavelength level and is set as 200 nm. Due to the rotational symmetry of annuli, the radially polarized beam is employed to effectively excite SPPs as indicated by the inset in Fig. 1. The coupled SPPs are then directed downwards to ultimately boost the LSP with an ultra-strong spot at the tip apex. The dense energy accumulation further heats the tip, which can be utilized for the thermal probe nanolithography as the probe scans above the thermal resist in the near-field condition. Note that the locations of each annular slit are deliberately tailored to satisfy the phase-matching condition so that the SPP excited by each slit interferes constructively. The radii of the four annuli are 1.4 μm, 2.6 μm, 3.3 μm, and 3.8 μm. Increasing the number of annuli is expected to couple more light into SPPs and may further enhance the LSP intensity. However a larger annulus may exceed outside the edge of the cantilever, due to the taper sides [Fig. 3(b)] and thus only four annuli are employed here.

    Principle of ISP-assisted thermal probe nanolithography. The inset on the upper left indicates the cross-sectional electric field illuminating a radially polarized beam.

    Figure 1.Principle of ISP-assisted thermal probe nanolithography. The inset on the upper left indicates the cross-sectional electric field illuminating a radially polarized beam.

    To visualize the SPPs’ excitation and their conversion into LSP, we first perform electromagnetic simulations using the commercial software COMSOL Multiphysics. Two coated plasmonic probes with and without annular slits working at the excitation wavelength of 1064 nm are compared. A refractive index of 1.45 is assumed for the quartz-like probe, while the refractive index for Au film is introduced from Ref. [19]. Under the illumination of the radially polarized beam from the top, the electric field intensity distributions are plotted in the insets of Fig. 2(a). As expected, in both cases electromagnetic energy is concentrated at the tip apex, inducing local field enhancement. But differently, the unpatterned conical probe simply serves as a plasmonic waveguide with a gradually decreasing cross section [20]. It should be pointed out that the space light cannot reach the tip apex, while only the surface plasmon with a reduced wavelength during propagation can be guided without experiencing mode cut-off and finally compressed down to the nanometer scale. The smooth surface of metallic film results in low surface plasmon conversion efficiency. Most incident optical energy is reflected and the focused LSP intensity is relatively low. In contrast, the annular slits can be regarded as a grating coupler to effectively raise the surface plasmon conversion efficiency. The phase difference between ISP excited by two arbitrary annular slits equals 2nπ, which satisfies the condition of Fabry-Perot resonance. It is hard to derive the optimal annular radii solely through the analytical method due to the irregular geometry of the probe. We construct the geometrical model of the probe based on the scanning electron microscopy (SEM) images and implement the parameter sweep to sequentially decide the optimized radii. Besides, the ISP mainly propagates along the outside surface of the metallic film and the optical energy is then transferred to the outside of the waveguide. As the tip radius decreases, the wave number of ISP gradually increases, leading to a decreasing group velocity and finally achieving the LSP at the tip apex [21]. The corporate action of raised conversion efficiency, constructive interference, energy transfer, and decreased group velocity generates the super-focused spot with significantly enhanced intensity. The field intensity distribution at the plane 10 nm distance away from the tip is shown in Fig. 2(a). The central focal spot of the patterned probe has a peak intensity 35 times that of the unpatterned probe with a 62 nm FWHM spot size.

    Super-focused mode of the plasmonic probe for both light and thermal fields. (a) One-dimensional light intensity distributions along the radial direction at the plane 10 nm distance away from the tip. The light is focused into the deep sub-wavelength region with an FWHM of 62 nm. The insets show the section intensity distributions across the symmetry axis. (b) Temperature profiles under the irradiation of a continuous-wave laser. The plasmonic probes with (left) and without (right) annular slits are simulated and compared. The super-focused mode reduces both the heating feature size and the required laser power. The insets show the section temperature field distributions.

    Figure 2.Super-focused mode of the plasmonic probe for both light and thermal fields. (a) One-dimensional light intensity distributions along the radial direction at the plane 10 nm distance away from the tip. The light is focused into the deep sub-wavelength region with an FWHM of 62 nm. The insets show the section intensity distributions across the symmetry axis. (b) Temperature profiles under the irradiation of a continuous-wave laser. The plasmonic probes with (left) and without (right) annular slits are simulated and compared. The super-focused mode reduces both the heating feature size and the required laser power. The insets show the section temperature field distributions.

    Besides the slit design, the near-field enhancement and spot size also strongly depend on the radius of the tip apex (see details in Appendix A). A conservative radius of 40 nm is used in our simulation. In fact, a much sharper tip with a radius less than 5 nm has been experimentally obtained [9], which would further compress the focusing spot and increase the local field at the tip apex. We also notice that side illumination has been utilized to realize plasmonic nanofocusing, in which the linearly polarized laser impinges the tip from the lateral side with polarization parallel to the tip axis [22,23]. However, the focusing efficiency is much lower than the top incidence method we adopt here. For the coated plasmonic probe without slits, the peak light intensity of top incidence is 36 times that of the side incidence under the same irradiation power (see details in Appendix B).

    The inherent loss caused by the metal absorption further heats the probe. We note that the super-focused mode not only applies to the light field, but also effectively improves the local thermal concentration by minimizing the heating zone. Figure 2(b) shows the simulated temperature profiles under heating from the optical field for the above two kinds of plasmonic probes. Here a continuous-wave laser is employed as the light source and a threshold temperature of 350°C is assumed, which corresponds to the decomposition temperature of the thermally sensitive polyphthalaldehyde (PPA) [24]. In the simulation only the heat transfer due to conduction is considered since the contributions of free convection and radiation can be negligible in our investigated temperature region below 400 K [25]. With the annular slits, the hot spot is more focused with a heating feature size of 34 nm, about two-thirds that of the probe without slits, while the required laser power is greatly reduced from 190 mW to merely 20 mW. Since the dissipation loss of a surface plasmon is the only heat source, which is proportional to the local light intensity, the heating region of the patterned plasmonic probe is mainly restricted at the tip apex, while the probe without annular slits is more uniformly heated, as indicated by the insets in Fig. 2(b). Therefore, by combining SPP focusing, LSP conversion, and nanoscale thermal management, the super-focused mode efficiently squeezes light into the deep sub-wavelength scale and is expected to achieve nanolithography with tens of nanometers resolution using a 1064 nm continuous-wave laser source.

    3. NANOLITHOGRAPHY RESULTS

    To verify the lithography performance, next we establish a thermal probe nanolithography system by equipping a modified AFM with the fabricated plasmonic probe. As indicated in Fig. 3(a), a diode-pumped solid-state laser serves as the lithography source. A linear polarizer is first applied to ensure the horizontal polarization, and then the emergent light is converted to a radially polarized beam with a radial polarization converter (see Fig. 7 in Appendix C for the polarization detection). After multiple reflections, the laser is guided into a parallel direction with respect to the tip axis and finally focused on the tip cantilever by an objective lens (5×, NA=0.14). To realize the optical alignment between the incident laser and tip, the mirror inside the AFM and the objective lens are mounted onto a fine-tuning XY stage, which allows for precise control of the illuminating position (see Fig. 8 in Appendix C for the experiment setup). Figure 3(b) shows the SEM images of a fabricated plasmonic probe with four concentric annular slit structures. To obtain this sample, the 5 nm Cr film for adhesion and the 50 nm Au film are deposited on the tip side via DC magnetron sputtering. Then the optimal annular silts are milled by a Zeiss triple-beam focused-ion-beam (FIB, Zeiss Orion NanoFab, Jena, Germany) microscope using a 23 pA current with a 30 kV Ga ion beam [Fig. 3(c)]. On the backside, an aperture is milled to allow the transmission of an incident laser [Fig. 3(d)].

    Thermal probe nanolithography system and the plasmonic probe sample. (a) Schematic of the nanolithography system consisting of a continuous-wave laser, an AFM, and several optical components. LP, linear polarizer; RPC, radial polarization converter. SEM image of the proposed plasmonic tip: (b) side view, (c) tip side view, and (d) backside view.

    Figure 3.Thermal probe nanolithography system and the plasmonic probe sample. (a) Schematic of the nanolithography system consisting of a continuous-wave laser, an AFM, and several optical components. LP, linear polarizer; RPC, radial polarization converter. SEM image of the proposed plasmonic tip: (b) side view, (c) tip side view, and (d) backside view.

    With the nanolithography system and plasmonic probe at hand, we then perform the nanolithography experiment. First, the PPA solution with a mass concentration of 2.0% is spin-coated on a silicon wafer at 3000 r/min. The substrate is then baked on a heating plate at 110°C for 2 min to completely remove the resist solvent and obtain a 30 nm thick polymer film. Next, we scan the resist surface using the plasmonic probe at a speed of 1 μm/s with the lithography laser on to write the predesigned patterns. Finally, the laser beam is turned off and the AFM measurements are done in the same region to observe the surface topography. Soft-tapping mode is chosen to avoid mechanical damage to the tip. A closed-loop configuration of the scanner stage is enabled to increase the scan accuracy of lateral positions. When heated above the threshold temperature, the polymer is decomposed into volatile monomer and evaporated at a microsecond time scale. Therefore, the lithography patterns can be measured in situ without the development process. Figure 4(a) shows the image of the lithography line with a 13 nm FWHM at a laser power of 50 mW. This is the threshold power and no surface modification is observed at lower laser irradiation. We note that a sharper tip with radius of 10 nm can realize a much smaller lithography linewidth than the simulation prediction of 34 nm in Fig. 2(b) (see Table 1 in Appendix A). Moreover, the difference of threshold power between simulation and experiment can be attributed to three parts. First, it is hard to evaluate the heat required for the decomposition and evaporation of the resist in simulation. Second, the nanostructure imperfection of the fabricated probe and the scattering losses related to the metal surface roughness reduce the focused light intensity at the tip apex, and the optical components cause the decay of laser power. Third, the distance between the tip and the substrate surface that varies between zero and tens of nanometers in tapping mode may also affect the heating of the resist.

    AFM images of plasmonic nanolithography results on the thermal resist. (a) 13 nm line under the laser power of 50 mW. (b) 29 nm line under the laser power of 75 mW. (c) The pattern of logo “BJAST CTIC” under the laser power of 75 mW.

    Figure 4.AFM images of plasmonic nanolithography results on the thermal resist. (a) 13 nm line under the laser power of 50 mW. (b) 29 nm line under the laser power of 75 mW. (c) The pattern of logo “BJAST CTIC” under the laser power of 75 mW.

    Above the threshold, the feature size of the writing pattern can be controlled by regulating the laser power. Under the laser irradiation of 75 mW, the linewidth and depth of the pattern are increased to 29 nm and 3 nm, respectively, as shown in Fig. 4(b). Besides, this nanolithography system shows high flexibility of arbitrary 2D pattern processing by designing the scan trajectory. The logo “BJAST CTIC” is written on the resist as shown in Fig. 4(c), demonstrating the advantage of maskless lithography. We note that to minimize the heat-affected zone to the nanoscale, the ultrashort pulsed lasers have been commonly used as the light sources for thermal direct-write lithography [17,23]. In this method, very high transient light intensities can be obtained and the average power is kept to a relatively low level. Therefore, thermal diffusion into a neighboring region is effectively prevented, while in our strategy, the continuous-wave laser is demonstrated to enable the nanolithography with a feature size down to 13 nm. Such superiority can be ascribed to the design of the super-focused mode, which ensures good thermal confinement and reduces the heated features. Based on the meticulously designed ISP thermal probe, a smaller pattern size may be further expected by applying the pulsed lasers as the light source (see Appendix D for the improved feature size using a pulsed laser).

    4. DISCUSSION AND CONCLUSION

    In summary, we design and fabricate a plasmonic probe with four concentric annular slits working at 1064 nm wavelength. This approach is universal and applicable to a broad wavelength range in the near-infrared spectrum (see Appendix E). The long wavelength of infrared light leads to a 200 nm width of the slit nanostructures, which greatly reduces the fabrication difficulty. The constructive interference of infrared surface plasmons excited by the slits forms the super-focused mode for both the light and thermal fields. With such key components, a thermal direct-writing nanolithography system is established and we demonstrate how a continuous-wave laser can serve as the lithography laser source. Benefiting from the nanoscale thermal confinement at the tip apex, lines and 2D patterns written on the thermal resist are recorded with feature sizes down to 13 nm. The presented results proved that our strategy promises a low-cost, high-resolution, and maskless lithography system.

    Besides the photothermal method, another thermal lithography technology based on a scanning probe is well-established by heating the probe with a hot resistor [26,27]. The hot current flows through the cantilever legs, resulting in joule heating in the base region of the tip. A nanoscale topographical pattern is generated using a specially designed three-terminal probe integrated with two separated resistive heaters and a capacitive platform [28]. However, such heatable probe requires complicated fabrication processes, which are usually designed for a specific device or fabricated in house [29]. Moreover, the thermoelectrical scans are performed through the resistive read sensor to measure the surface topography. The different mechanism makes it incompatible with the common AFM that relies on the quadrant photodiodes detector feedback system, and a major revamp on the device is thus unavoidable, while our strategy bridges the gap between a nanolithography system and an AFM by readily introducing a top incident laser, which reduces entry barriers and may facilitate the widespread adoption nanolithography technology. Such cost-effective PL technique is expected to find potential applications in fundamental research and nano-devices prototyping.

    APPENDIX A: EFFECT OF TIP APEX RADIUS ON THE SPOT SIZE AND HEATING FEATURE SIZE

    The effect of the tip apex radius on the super-focused mode is investigated by simulating the light intensity and temperature profiles of the plasmonic probe with the same optimal annular slits as that in Fig. 2. Under the illumination of the radially polarized and continuous-wave laser, the one-dimensional light intensity distributions along the radial direction at the plane 10 nm distance away from the tip is normalized by the maximum intensity of spot as shown in Fig. 5(a), and the temperature profiles at the tip apex are plotted in Fig. 5(b). Moreover, the focusing spot size and heating feature size are calculated in Table 1. Such results explicitly reveal that a sharper tip would significantly compress the focusing spot and further reduce the heating feature size, thus realizing a higher lithography resolution.

    The simulated super-focused mode of the plasmonic probe with different tip apex radii. The one-dimensional (a) light intensity and (b) temperature profiles prove the focus size for both light and thermal field decrease with the tip apex radius.

    Figure 5.The simulated super-focused mode of the plasmonic probe with different tip apex radii. The one-dimensional (a) light intensity and (b) temperature profiles prove the focus size for both light and thermal field decrease with the tip apex radius.

    Focusing Spot Size and Heating Feature Size at Different Tip Apex Radii

    Tip Apex RadiusFocusing Spot SizeHeating Feature Size
    40 nm62 nm34 nm
    30 nm46 nm28 nm
    20 nm38 nm20 nm
    10 nm27 nm10 nm

    APPENDIX B: COMPARISON OF SIDE AND TOP INCIDENCES

    Here we compare the focusing efficiency of top incidence and side incidence. The plasmonic probe is the same as that in Fig. 2 without annular slits. For the side incidence scheme, the linearly polarized laser impinges the tip from the lateral side with polarization parallel to the tip axis as indicated by the inset in Fig. 6, which is beneficial for exciting local surface plasmons at the tip apex. The light intensity profiles of these two schemes are simulated under the same irradiation laser power and plotted in Fig. 6, where the field intensity of side incidence is multiplied by a factor as indicated. Both schemes exhibit a similar field distribution with a peak at a central focal spot but the intensity of side incidence has a much lower amplitude. Besides, the light field distributions along x-axis and y-axis show a little difference for the side incidence due to the non-axisymmetric illumination.

    Comparison of one-dimensional light intensity profiles for side and top incidences. The inset indicates the side incidence scheme.

    Figure 6.Comparison of one-dimensional light intensity profiles for side and top incidences. The inset indicates the side incidence scheme.

    APPENDIX C: EXPERIMENTAL SETUP FOR THE THERMAL PROBE NANOLITHOGRAPHY

    A vortex retarder is used to convert a linearly polarized beam into a radially polarized (RP) beam. The RP beam has an annular intensity distribution in the cross section with a central dark spot, as viewed by a camera in Fig. 7(a). To detect the polarization direction of the RP light, we employed a linear polarizer to filter the RP beam. When the linear polarizer is in the horizontal direction, the symmetric dumbbell profile along the linear polarizer direction is formed as shown in Fig. 7(b). Rotating the linear polarizer into the vertical direction, the beam profile changes accordingly as shown in Fig. 7(c). The measurement result thus verifies the radial polarization of the converted beam.

    Polarization detection of the RP beam. The image of measured far-field intensity distributions of an RP beam (a) in the original state and filtered by a linear polarizer in the (b) horizontal direction and (c) vertical direction.

    Figure 7.Polarization detection of the RP beam. The image of measured far-field intensity distributions of an RP beam (a) in the original state and filtered by a linear polarizer in the (b) horizontal direction and (c) vertical direction.

    Experimental setup of the thermal probe nanolithography system. (a) The nanolithography system consisting of a continuous-wave laser, a linear polarizer, a radial polarization converter, several mirrors, and an AFM. (b) The camera image of the RP illumination in alignment with the tip and the AFM feedback laser.

    Figure 8.Experimental setup of the thermal probe nanolithography system. (a) The nanolithography system consisting of a continuous-wave laser, a linear polarizer, a radial polarization converter, several mirrors, and an AFM. (b) The camera image of the RP illumination in alignment with the tip and the AFM feedback laser.

    APPENDIX D: FURTHER IMPROVEMENT OF FEATURE SIZE USING PULSED LASER

    Instead of a continuous-wave laser, we simulate the temperature profile of the plasmonic probe under illumination of a pulsed laser and investigate the effect of the pulse duration. Higher resolution is attainable in thermal probe lithography by controlling the heat diffusion at the nano-scale, and a pulse with shorter time duration is expected to achieve a smaller feature size. Figure 9 shows the simulated temperature profiles at the tip apex under heating from the super-focused optical field for the plasmonic probe with four tailored annular slits and 40 nm radius. Illuminated by the 10 ns pulses, the heating feature size is reduced to 24 nm, and the 10 ps pulses further improve the feature size down to 18 nm, which is only half of the case under illumination of a continuous-wave laser. Once the surface plasmon is absorbed by the plasmonic probe, the heat accumulation begins at the tip apex and soon the thermal energy rapidly diffuses into the neighboring medium. The thermal diffusion is unfavorable and would enlarge the exposed features, while the pulsed laser effectively circumvents this problem by properly controlling the time duration so that the pulse stops before the stable thermal diffusion is formed, which ensures the good thermal confinement at the tip apex.

    Temperature profiles of the plasmonic probes with annular slits under the irradiation of the pulsed laser. Two different time durations of a laser pulse of 10 ps (red) and 10 ns (blue) are investigated in the numerical study. The heating feature size can be further improved down to 18 nm by properly reducing the pulse duration.

    Figure 9.Temperature profiles of the plasmonic probes with annular slits under the irradiation of the pulsed laser. Two different time durations of a laser pulse of 10 ps (red) and 10 ns (blue) are investigated in the numerical study. The heating feature size can be further improved down to 18 nm by properly reducing the pulse duration.

    APPENDIX E: APPROXIMATE OPERATING WAVELENGTH RANGE FOR THE THERMAL PROBE NANOLITHOGRAPHY

    The 1064 nm wavelength laser is chosen as the light source for its common use and low cost. In fact, this thermal probe nanolithography is a universal approach and applicable to a broad wavelength range in the near-infrared spectrum once the annular slits are optimized for a specific operating wavelength. For example, we further conduct simulation optimization to the annular radii for another two typical laser wavelengths in the near-infrared range, 808 nm and 1550 nm. Since the focusing performance is mainly decided by the tip apex radius, FWHM spot sizes of 60 nm and 63 nm are obtained for these two optimized probes, respectively, nearly the same as that probe operating at 1064 nm wavelength [Fig. 10(a)]. Limited by the edge of the cantilever (around 5 μm away from the tip center), the numbers of annular slits are six and four for these two probes, respectively. A longer wavelength increases the distance between adjacent annuli and thus decreases the total number of annuli. When illuminated by a radially polarized beam with the same power, a more concentrated incident beam with two more annuli results in a higher peak light field intensity for the 808 nm wavelength probe. Besides, under the continuous-wave laser illumination, these two probes also show similar temperature profiles with the same heating feature size of 34 nm [Fig. 10(b)]. However, the reduced light intensity and diminished ohmic loss in metal for the 1550 nm wavelength probe necessitate a higher laser power to heat the tip to the threshold temperature. Such phenomenon will become even more pronounced when further increasing the wavelength to the mid-infrared band. Less annular slits and lower metal loss will lead to lower focusing efficiency and higher laser power. Therefore, the near-infrared band is the appropriate operating wavelength range for our thermal probe nanolithography.

    Super-focused mode of the optimized plasmonic probes operating at 808 nm and 1550 nm wavelengths. (a) One-dimensional light intensity distributions along the radial direction at the plane 10 nm distance away from the tip. The insets show the section intensity distributions across the symmetry axis. (b) Temperature profiles of the plasmonic probes operating at 808 nm (left) and 1550 nm (right) wavelengths. The probes are heated to the threshold temperature by the continuous-wave laser with different irradiation powers of 10 mW and 46 mW, respectively. The insets show the section temperature field distributions.

    Figure 10.Super-focused mode of the optimized plasmonic probes operating at 808 nm and 1550 nm wavelengths. (a) One-dimensional light intensity distributions along the radial direction at the plane 10 nm distance away from the tip. The insets show the section intensity distributions across the symmetry axis. (b) Temperature profiles of the plasmonic probes operating at 808 nm (left) and 1550 nm (right) wavelengths. The probes are heated to the threshold temperature by the continuous-wave laser with different irradiation powers of 10 mW and 46 mW, respectively. The insets show the section temperature field distributions.

    Tools

    Get Citation

    Copy Citation Text

    Ruiguang Peng, Yan Meng, Jingda Wen, Shijia Feng, Qian Zhao, "Infrared-surface-plasmon-assisted thermal probe nanolithography using a radially polarized vortex and continuous-wave laser," Photonics Res. 13, 2046 (2025)

    Download Citation

    EndNote(RIS)BibTexPlain Text
    Save article for my favorites
    Paper Information

    Category: Surface Optics and Plasmonics

    Received: Dec. 16, 2024

    Accepted: Apr. 28, 2025

    Published Online: Jul. 18, 2025

    The Author Email: Ruiguang Peng (pengruiguang@bjast.ac.cn)

    DOI:10.1364/PRJ.551993

    CSTR:32188.14.PRJ.551993

    Topics