Yong-Hee Lee’s research while affiliated with Daejeon Institute of Science and Technology and other places

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Publications (384)


Optical setup scheme for generating a SC in an As2S3 film waveguide and identifying the absorption lines of the CO gas.
(a) Measured spectra of SC with OSA, after transmission through a CO gas cell (red line) and a vented cell (blue line). The residual was defined as the difference in power of the two spectra (green line). HITRAN-simulated transmission of CO gas (black line). (b) Transmitted spectra after venting with N2 for 5 times measurement, with their standard deviation before (middle) and after (bottom) filtering (6–90 ps bandpass and 40–55 notch filter).
(a) Power cepstra in dB scale of the spectra in Fig. 2(a). (b) The bandpass-filtered spectrum for the experimental and simulated transmission, with different lower cut-off time (t1). (c) Residual power obtained by subtracting the simulated and experimental transmission in (b) for different lower cut-off time.
(a) Magnified red-boxed region of Fig. 3(b). Filtered spectra with 6–90 ps BPF and 40–55 ps notch filter at 4280–4300 cm⁻¹. (b) The residual, a subtraction of simulated spectrum from experimented one. (c) Standard deviation of residual over 4167–4348 cm⁻¹, under different pressure value of simulated spectrum.
Estimated average and STDV of pressure after BPF for 5 experiments, over different low cut-off time t1. The high cut-off time was set as 90 ps. The error bar implies STDV for experiments.
Quantitative gas pressure measurement by molecular spectroscopy using chip-based supercontinuum in the mid-infrared
  • Article
  • Full-text available

October 2023

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41 Reads

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2 Citations

Joonhyuk Hwang

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Soobong Park

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Kiyoung Ko

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Hansuek Lee

We demonstrate the quantitative pressure measurement of gas molecules in the mid-infrared using chip-based supercontinuum and cepstrum analysis without additional measurements for baseline normalization. A supercontinuum generated in an on-chip waveguide made of chalcogenide glass having high nonlinearity passes through CO gas and provides a transmission spectrum. The gas absorption information is deconvoluted from the original supercontinuum spectral information containing temporal fluctuation by cepstrum analysis and extracted simply by applying a bandpass filter in the temporal domain. The gas pressure estimated from the extracted absorption information is consistent with the value measured by a pressure gauge within a difference of 1.25%, despite spectral fluctuations in the supercontinuum baseline comparable to the spectral depth of the gas absorption lines.

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Transverse Magnetic Mode Laser in Photonic Crystal Nanobeam Cavity

May 2023

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17 Reads

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1 Citation

Physical Review Applied

We experimentally demonstrate a transverse magnetic (TM) mode laser in a photonic crystal (PhC) slab structure at room temperature. This study proposes a PhC nanobeam (NB) cavity to support a high-quality-factor (Q-factor) TM mode. For a large and complete photonic band gap, the PhC NB structures consist of large air holes in a thick dielectric slab. The PhC NB cavity is optimized numerically for a high-Q-factor TM mode of over 1 000 000 by reducing the radii of the air holes quadratically from the center to the edge of the PhC NB. A single-TM-mode lasing action is observed in an In-Ga-As-P quantum well (QW)-embedded optimized PhC NB cavity structure at room temperature via optical pulse pumping, where the QW layer is lightly etched. We believe that the TM mode lasers in PhC NB cavities with a lightly etched QW can be good candidates for a surface plasmon excitation source or a highly sensitive optical sensor.


FIG. 1. Optimization of NB cavity. (a) Photonic band structure of NB with r/a = 0.415 (solid lines) and r/a = 0.395 (dashed lines). (b) Normalized frequency of the TM BE mode (k = π/a) as a function of the radius of the air hole. (c) E z field profile of TM cavity mode at the horizontal plane (upper) and vertical plane (lower). Wavelength and Q-factor of TM cavity mode as a function of (d) maximum difference of radii, (e) number of modulated holes, and (f) QW etching depth. The left inset in (a) indicates the E z field profile of the 6 th TM BE mode marked with the red circle, and the right inset in (a) indicates the schematic image of the NB structure. The upper insets in (c) show the cut-view of the NB cavity and the strategy of light confinement in the cavity by reducing air holes quadratically.
FIG. 2. SEM images of the fabricated InGaAsP QW-embedded NB cavity samples. (a) InP-NB slab sample. (b) InGaAsP-NB slab sample.
FIG. 4. Characteristics of lasing action from the InGaAsP-NB sample. (a) Lasing spectrum from the NB sample. (b) L-L curve. The inset images in (a) are the sample SEM image, the calculated H z field profile of the TE cavity mode in the normal direction, and the E 2 profile from the top to the bottom, respectively. The insets in (b) are the spectra at different pumping levels, the near-field image, and the polarization property at lasing action from the left to the right, respectively
Transverse Magnetic Mode Laser in Photonic Crystal Nanobeam Cavity

December 2022

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56 Reads

We first experimentally demonstrated a transverse magnetic (TM) mode laser in a Photonic crystal (PhC) slab structure at room temperature. This study proposes a PhC nanobeam (NB) cavity to support a high-quality-factor (Q-factor) TM mode. For a large and complete photonic bandgap, the PhC NB structures consist of large air holes in a thick dielectric slab. The PhC NB cavity was optimized numerically for a high-Q-factor TM mode of over 1,000,000 by reducing the radii of the air holes quadratically from the center to the edge of the PhC NB. A single TM mode lasing action was observed in an InGaAsP quantum-well (QW)-embedded optimized PhC NB cavity structure at room temperature via optical pulse pumping, where the QW layer was lightly etched. We believe that the TM mode lasers in PhC NB cavities with a lightly etched QW can be good candidates for a surface plasmon excitation source or a highly sensitive optical sensor.



(a) Scanning electron microscope (SEM) image of the cross section of the fabricated trapezoidal ${\rm{A}}{{\rm{s}}_2}{{\rm{S}}_3}$ film waveguide. (b) SEM image to describe the dimensions of the waveguide. “h” is the thickness of the film in the direction normal to the wafer, and “w” is the top width of the ${\rm{Si}}{{\rm{O}}_2}$ bottom structure. Trapezoidal ${\rm{Si}}{{\rm{O}}_2}$ has an angle of 56.8°. (c) Fundamental TM (vertically polarized) mode of the waveguide at a wavelength of 1560 nm for the SCG. The mode is calculated using the FD method.
(a) Calculated electric field intensity of the TM mode over wavelengths for a 45° waveguide (upper row) and a 55° waveguide (lower row). (b) Schemes of the waveguide structure and two elemental structures to allow the “top mode” and “side mode.” (c) Group indices of a fabricated waveguide (red) and two extreme structures: top mode (blue) and side mode (green) at three different angles of 45°, 55°, and 65°. The width and thickness were assumed as 1420 and 840 nm, respectively, for each plot.
(a) GVD curves of the trapezoidal waveguides over angles, with a film thickness of 840 nm and width of 1420 nm. (b) GVD curve of the trapezoidal waveguides over widths, with the film thickness of 840 nm and angle of 55°.
Setup scheme for optical measurements of SCG in an ${\rm{A}}{{\rm{s}}_2}{{\rm{S}}_3}$ film waveguide.
Spectral evolution of the pulse by increasing the coupled energy for the (a) TM mode and (b) TE mode. Red line, experimental OSA data; black line, GNLSE simulation data. (c) Spectral evolution according to the propagation lengths of the 77 pJ pulse. The color bar represents the relative power on the decibel scale. (d) Phase difference between the pumping source (soliton) and generated dispersive wave for the TM mode of the waveguide.
Supercontinuum generation in As2S3 waveguides fabricated without direct etching

May 2021

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71 Reads

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16 Citations

We report a supercontinuum generation (SCG) in a waveguide that spontaneously forms without an etching process during the deposition of a core material on a preformed SiO2{\rm{Si}}{{\rm{O}}_2} substructure. The mechanism of dispersion control for this new, to the best of our knowledge, type of waveguide is analyzed by numerical simulation, which results in a design rule to achieve a target dispersion profile by adjusting the substructure geometry. SCG is experimentally demonstrated with a waveguide made of As2S3{\rm{A}}{{\rm{s}}_2}{{\rm{S}}_3} , chalcogenide glass, which has low material absorption over the mid-IR range. A dispersion-controlled waveguide with a length of 10 mm pumped with 77 pJ pulses at a telecommunication wavelength of 1560 nm resulted in a supercontinuum that extends by more than 1.5 octaves.



Universal light-guiding geometry for on-chip resonators having extremely high Q-factor

November 2020

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106 Reads

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59 Citations

By providing an effective way to leverage nonlinear phenomena in integrated devices, high-Q optical resonators have led to recent advances in on-chip photonics. However, developing fabrication processes to shape any new material into a resonator with extremely smooth surfaces on a chip has been an exceptionally challenging task. Here, we describe a universal method to implement ultra-high-Q resonators with any new material having desirable properties that can be deposited by physical vapor deposition. Using this method light-guiding cores with surface roughness on the molecular-scale are created automatically on pre-patterned substrates. Its efficacy has been verified using As2S3, a chalcogenide glass that has high-nonlinearity. The Q-factor of the As2S3 resonator so-developed approached the propagation loss record achieved in chalcogenide fibers which were limited by material losses. Owing to the boosted Q-factor, lasing by stimulated Brillouin scattering has been demonstrated with 100 times lower threshold power than the previous record.


Figure 1: 3D plasmonic nanoantenna. (A) Schematic of particle trapping in the 3D antenna. Two focused lights inside the metal gap induced a double-well potential and enabled the trapping of a nanoparticle smaller than 5 nm. 3D surface graph represents the optical potential energy, and a black line is a cross-sectional profile in the yz-plane at the center of the nanoantenna. (B) |E| 2 distribution in the yz-plane along the line A-A′ when the 1560-nm wavelength y-polarized beam came from the bottom. Two stable positions of a nanoparticle (white dotted line) were depicted. The resonant mode of the nanoantenna was 1560 nm in water. (C) Scanning electron microscope images of the top and 52°-tilted views of the fabricated 3D plasmonic nanoantenna in the 100-nm-thick Au film on the glass substrate. The central gap size was measured to be approximately 5, 7, and 9 nm, respectively. The length, width, and vertical taper angle were 200 nm, 160 nm, and 65°, respectively.
Figure 2: Double-well potential profile in 3D plasmonic nanoantenna. (A) Calculated optical potential energy (U ) for a 4-nm-diameter QD moving along the y-axis for various metal gap sizes. Here, the incident CW laser power was 10 mW. The yellow area represents the hopping region of a nanoparticle in a 5-nm-gap nanoantenna. (B) Transmittance (red solid line) and electric field intensity enhancement (blue solid line) as a function of the QD position for a 5-nm-gap nanoantenna. A black dotted line is the potential profile.
Hopping of single nanoparticles trapped in a plasmonic double-well potential

October 2020

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3 Reads

Nanophotonics

Thermally induced particle hopping in the nanoscale double-well potential is fundamental in material design and device operation. After the proposal of the basic hopping theory, several experimental studies, including some using the optical trapping method, have validated the theoretical approach over various friction ranges of the surrounding medium. However, only external parameters, such as viscosity, temperature, and pressures, have been varied in practical circumstances, and other tools capable of adjusting the potential profile itself to modulate the hopping rate are needed. By using metallic nanoantenna with various gap sizes and different optical pump power, we engineered a double-well potential landscape and directly observed the hopping of a single nanoparticle with a diameter of 4 nm. The distance between the two potential wells was 0.6-5 nm, and the maximum well depth and maximum height of the central potential barrier were approximately 69 and 4 k B T, respectively. The hopping rate was governed by the Arrhenius law and showed a vertex when the barrier height was approximately 2 k B T, which was in good agreement with the computational expectations.


3D plasmonic nanoantenna. (A) Schematic of particle trapping in the 3D antenna. Two focused lights inside the metal gap induced a double-well potential and enabled the trapping of a nanoparticle smaller than 5 nm. 3D surface graph represents the optical potential energy, and a black line is a cross-sectional profile in the yz-plane at the center of the nanoantenna. (B) |E|² distribution in the yz-plane along the line A-A′ when the 1560-nm wavelength y-polarized beam came from the bottom. Two stable positions of a nanoparticle (white dotted line) were depicted. The resonant mode of the nanoantenna was 1560 nm in water. (C) Scanning electron microscope images of the top and 52°-tilted views of the fabricated 3D plasmonic nanoantenna in the 100-nm-thick Au film on the glass substrate. The central gap size was measured to be approximately 5, 7, and 9 nm, respectively. The length, width, and vertical taper angle were 200 nm, 160 nm, and 65°, respectively.
Double-well potential profile in 3D plasmonic nanoantenna.
(A) Calculated optical potential energy (U) for a 4-nm-diameter QD moving along the y-axis for various metal gap sizes. Here, the incident CW laser power was 10 mW. The yellow area represents the hopping region of a nanoparticle in a 5-nm-gap nanoantenna. (B) Transmittance (red solid line) and electric field intensity enhancement (blue solid line) as a function of the QD position for a 5-nm-gap nanoantenna. A black dotted line is the potential profile.
Modulation of quantum dot (QD) hopping rate with different input power.
(A) Transmitted signal intensity (Iω) of incident lasers before and after the trapping of a 4-nm-diameter QD in a 5-nm-gap nanoantenna. A trapped QD increased the average transmittance, and each hopping event made a sharp spike. (B) Measured Iω when the continuous wave (CW) laser power (PCW) was 20, 30, 40, and 50 mW with the femtosecond laser power of 4 mW. (C) Power spectra of the measured signals (black dots) and Lorentzian fitting curves (red lines). When PCW increased from 20 to 40 mW, the roll-off frequencies were measured to be 3, 8, and 16 Hz, respectively. When PCW was 50 mW, the transition rate decreased to 9 Hz.
Measured roll-off frequencies in (A) group G1 (gap size of 5–6 nm), (B) group G2 (gap size of 7–8 nm), and (C) group G3 (gap size of 9–10 nm) as a function of the CW laser power (PCW). The error bar represents the standard deviation of a Lorentzian fitting error. The solid red lines indicate the average of the roll-off frequencies at each PCW. The vertical blue dotted lines at 53, 60, and 64 mW for group G1, G2, and G3, respectively, indicate the upper limit of PCW due to air bubble generation. (D) Comparison of calculated and measured PCW where the roll-off frequency has a vortex.
Hopping of single nanoparticles trapped in a plasmonic double-well potential

October 2020

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156 Reads

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24 Citations

Thermally induced particle hopping in the nanoscale double-well potential is fundamental in material design and device operation. After the proposal of the basic hopping theory, several experimental studies, including some using the optical trapping method, have validated the theoretical approach over various friction ranges of the surrounding medium. However, only external parameters, such as viscosity, temperature, and pressures, have been varied in practical circumstances, and other tools capable of adjusting the potential profile itself to modulate the hopping rate are needed. By using metallic nanoantenna with various gap sizes and different optical pump power, we engineered a double-well potential landscape and directly observed the hopping of a single nanoparticle with a diameter of 4 nm. The distance between the two potential wells was 0.6–5 nm, and the maximum well depth and maximum height of the central potential barrier were approximately 69 and 4 kBT, respectively. The hopping rate was governed by the Arrhenius law and showed a vertex when the barrier height was approximately 2 kBT, which was in good agreement with the computational expectations.


Scheme of the experiment.
(A) Schematics of coaxial plasmonic aperture array. (B) Scanning electron microscope image of a coaxial plasmonic aperture array sample (38° tilted view). (C) Scanning electron microscope image of the sample (top view). (D) Measured EMCCD image of the SHG output radiated from the bottom (substrate side) of the aperture array while pumped from the top (Au side) with 1560-nm femtosecond laser on multiple apertures. The brighter area indicates the higher intensity. (E) Schematic of the SHG measurement setup. (F) Schematic of the EOT measurement setup.
Fabrication of the plasmonic coaxial apertures.
(A) Fabrication process of plasmonic coaxial apertures. Arrows indicate the direction of the processes at each step. (B) Cross-sectional TEM image of a coaxial plasmonic aperture sample without SiNx offset (scale bar, 50 nm). All samples were sliced using focused ion beam (FIB) milling as ~100-nm thickness before the TEM measurement. The regions without material marks represent protective Cu and Pt layers deposited before the FIB milling. Transmission electron microscope images of the samples with various SiNx offset thicknesses: (C) 0 nm, (D) 18 nm, and (E) 30 nm each (scale bar, 20 nm). White dashed lines indicate original SiNx layer surfaces before the additional SiNx deposition. Red arrows indicate the formation of air gap.
Calculated optical properties according to the aperture geometries.
(A) Electric field distribution of vertical component (Ez) of a plasmonic coaxial aperture at the resonance wavelength calculated using FDTD method. The cross-sectional values were obtained in the horizontal plane along the center of the gap and the vertical plane parallel to the polarization of the source along the center of the aperture (scale bar, 50 nm). Solid lines at the vertical cross-sectional image describe boundaries of different materials. (B) Cross-sectional electric field intensity (|E|²) distribution along the center of the disk of the same structure in (A) (scale bar, 50 nm). (C) Calculated transmission (black solid lines) and electric field enhancement (|Emax|²/|E0|², red lines with dots) of plasmonic coaxial apertures with various gaps (6, 12, and 18 nm) and metal tail lengths (18, 36, and 54 nm). (D) |E|² distributions of the structures in (C) at each resonance wavelength (scale bar, 50 nm). All FDTD simulations were performed using the calculation grids with 2-nm cell sizes and Au collision frequency of 17.1 THz.
Interrelationship between EOT and SHG.
(A) Experimental transmission spectra of the plasmonic coaxial aperture arrays with various SiNx offset thicknesses (0, 6, 12, 18, 24, 30, and 36 nm, respectively) and estimated gap sizes with (~24 nm to <6 nm), measured using the setup in Figure 1F. Red dashed lines indicate the pumping wavelength (1560 nm) of the SHG measurement setup. (B) Calculated transmissions (black solid lines) and square sum of the electric field intensity over the metal–air boundary (∫S| E |4da,$\mathop \smallint \nolimits_S^{} |{\kern 1pt} E{\kern 1pt} {|^4}da,$ blue solid lines with dots) for the estimated structures of (A). (C) Calculated cross-sectional |E|² distribution of each structure under the irradiation of 1560-nm light. White solid lines describe boundaries of different materials (scale bar, 50 nm). (D) Experimental SHG images for the samples of (A), measured from the EMCCD using the setup in Figure 1E (scale bar, 2 μm). On (B–D), the measured or calculated intensity of each structure was normalized by a common coefficient for comparison.
Extraordinary optical transmission and SHG with various SiNx offsets.
(A) Measured transmissions at 1560-nm wavelength (black solid line) and SHG intensities (blue lines with error bars) of the samples in Figure 4A and D. The error bar of the SHG intensity indicates standard deviations of different measurements. (B) Total electric field energy integrated over the resonance mode (∫Mε| E |2dV,$\mathop \smallint \nolimits_M^{} \varepsilon |{\kern 1pt} E{\kern 1pt} {|^2}dV,$ black solid line) and square sum of the electric field intensity over the metal–air boundary ∫S| E |4da$\mathop \smallint \nolimits_S^{} |{\kern 1pt} E{\kern 1pt} {|^4}da$ (blue lines with squares) at 1560-nm wavelength, for the structures in Figure 4B and C.
Extraordinary optical transmission and second harmonic generation in sub–10-nm plasmonic coaxial aperture

April 2020

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265 Reads

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9 Citations

Recent development in nanofabrication technology has enabled the fabrication of plasmonic nanoapertures that can provide strong field concentrations beyond the diffraction limit. Further utilization of plasmonic nanoaperture requires the broadband tuning of the operating wavelength and precise control of aperture geometry. Here, we present a novel plasmonic coaxial aperture that can support resonant extraordinary optical transmission (EOT) with a peak transmittance of ~10% and a wide tuning range over a few hundred nanometers. Because of the shadow deposition process, we could precisely control the gap size of the coaxial aperture down to the sub–10-nm scale. The plasmonic resonance of the SiN x /Au disk at the center of the coaxial aperture efficiently funnels the incident light into the sub–10-nm gap and allows strong electric field confinement for efficient second harmonic generation (SHG), as well as EOT. In addition to the experiment, we theoretically investigated the modal properties of the plasmonic coaxial aperture depending on the structural parameters and correlation between EOT and SHG through finite-difference time-domain simulations. We believe that our plasmonic coaxial apertures, which are readily fabricated by the nanoimprinting process, can be a versatile, practical platform for enhanced light–matter interaction and its nonlinear optical applications.


Citations (47)


... 17 Furthermore, recent investigations have successfully demonstrated the capability of on-chip SC sources in molecular sensing and dual-comb spectroscopy in the MIR region. [18][19][20] One of the major mechanisms used for SC generation is based on soliton fission, in which the energy of the pump pulse can be transferred to spectral regions far from the pump wavelength in the form of a dispersive wave (DW). Previous studies have shown that the emerging wavelength of the DW, which maintains high spec-ARTICLE pubs.aip.org/aip/app ...

Reference:

On-chip mid-infrared dispersive wave generation at targeted molecular absorption wavelengths
Quantitative gas pressure measurement by molecular spectroscopy using chip-based supercontinuum in the mid-infrared

... The study of microcavities has made it possible to integrate devices such as optical filters, [36] optical modulators/demodulators, and optical logic gates, enabling a wide range of applications in fundamental physics research and device applications. [37,38] However, micro-resonant cavities can suffer from increased losses due to fabrication defects and disorder. The combination of micro-resonant cavities with topological edge states in photonic crystals has been explored to suppress the backscattering, e.g., microcavities based on heterostructure, [39] two-dimensional photonic crystal line defect microcavities, [40] photonic crystal nanobeam microcavities, [41] and photonic crystal micro-ring refractive index sensors. ...

Transverse Magnetic Mode Laser in Photonic Crystal Nanobeam Cavity
  • Citing Article
  • May 2023

Physical Review Applied

... In As 2 S 3 , Lamont et al. and Hwang et al. [52,53] demonstrated SC generation in the As 2 S 3 chalcogenide waveguide pumped by 1.55 µm fs pulsed lasers. The typical SC spectral bandwidth was from 1.1 to around 2.2 µm. ...

Supercontinuum generation in As2S3 waveguides fabricated without direct etching

... Furthermore, owing to the amorphous nature and stoichiometric irregularities of ChG, attaining smooth side walls has been even more challenging 37 . This problem was completely resolved by employing a method where the lightguiding geometry is spontaneously formed during material deposition, eliminating the need for subsequent subtractive processes 38 . The optical thickness distribution is created seamlessly, without side walls, along the platform by directionally depositing ChG on a wetetched SiO 2 substructure having a trapezoidal cross-section, as depicted in Fig. 2a with more details in the Methods. ...

Universal light-guiding geometry for on-chip resonators having extremely high Q-factor

... ChG waveguides exhibit potential prospects for both linear and nonlinear applications. It is widely known that As 2 S 3 [21] has fully shown its potential in planar optical waveguides. However, its photosensitivity from its structure makes the waveguide unstable at high power. ...

Octave-Spanning Supercontinuum Generation in Thermally Deposited As2S3 Waveguide on Wet-etched SiO2 Structure
  • Citing Conference Paper
  • January 2020

... Here we use a double-nanohole (DNH) NOT for generating a large gradient force capable of holding onto nanoparticles 15,16 . More generally, shaped nanoapertures have been used in the optical tweezer field for the study of small biomolecules and other nanoparticles [16][17][18][19][20][21][22][23][24][25][26][27] . The first report of trapping of a single protein demonstrated the technique's sensitivity by observing the conformational changes in bovine serum albumin (BSA) via changes in light transmission intensity as measured by an avalanche photodiode (APD) 12 . ...

Hopping of single nanoparticles trapped in a plasmonic double-well potential

... The enhanced transmission efficiencies exceed unity, which hints that the subwavelength holes boost the wave transmission collectively with a transmittance larger than the hole area ratio [4][5][6]. Since Ebbesen et al. discovered this phenomenon in metallic films with circular holes [1], exhaustive theoretical and experimental explorations have been done to unveil its essence, i.e., how small the holes are, and how do the holes work [2][3][4][5][6][7][8][9]. Currently, a wide consensus for the physical mechanism of EOT is that two surface plasmon (SP) modes on the top and bottom metal surfaces weakly couple between themselves through the holes [5,6]. ...

Extraordinary optical transmission and second harmonic generation in sub–10-nm plasmonic coaxial aperture

... Whereas on the as-deposited As 2 S 3 surface, the roughness on the top and the wedge was 0.3 and 0.6 nm, respectively. The other fabrication and measurement information for the As 2 S 3 resonators can be also found in our conference proceedings 39 . ...

On-chip Brillouin lasers based on 10 million-Q chalcogenide resonators without direct etch process
  • Citing Conference Paper
  • March 2020

... In the past decade, an innovative optical barcoding strategy utilizing narrowband-emission Laser Particles (LPs) has been developed [25][26][27][28] . Single-mode LPs exploit cavity-enhanced stimulated emission to produce subnanometer linewidths, substantially narrower than the emission bandwidths of traditional fluorophores. ...

Wavelength-encoded laser particles for massively multiplexed cell tagging

Nature Photonics

... The scattered optical waves propagate in the same direction as the incident light, in contrast to traditional Brillouin scattering in which the incident and scattered waves counter-propagate. [1][2][3][4] These so-called forward Brillouin interactions are valuable for applications, including highperformance sensors, 5-7 on-chip Brillouin lasers, [8][9][10] RF filters, [11][12][13] isolators, 14,15 and amplifiers. 16,17 However, forward optomechanical interactions can also produce an unwanted source of noise in optical systems and can lead to quantum decoherence in quantum information systems. ...

On-Chip Stimulated Brillouin Lasers Based on Chalcogenide Glass Resonators with 10 Million Q-factor
  • Citing Conference Paper
  • January 2019