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. 2024 Dec 11;24(49):15738-15744.
doi: 10.1021/acs.nanolett.4c04491. Epub 2024 Nov 28.

Interferometric Near-field Fano Spectroscopy of Single Halide Perovskite Nanoparticles

Affiliations

Interferometric Near-field Fano Spectroscopy of Single Halide Perovskite Nanoparticles

Jinxin Zhan et al. Nano Lett. .

Abstract

Semiconducting halide perovskite nanoparticles support Mie-type resonances that confine light on the nanoscale in localized modes with well-defined spatial field profiles yet unknown near-field dynamics. We introduce an interferometric scattering-type near-field microscopy technique to probe the local electric field dynamics at the surface of a single MAPbI3 nanoparticle. The amplitude and phase of the coherent light scattering from such modes are probed in a broad spectral range and with high spatial resolution. In the spectral domain, we uncover a Fano resonance with a 2π phase jump. In the near-field dynamics, this Fano resonance gives rise to a destructive interference dip after a few femtoseconds. Mie theory suggests that the interference between electric quadrupole and magnetic dipole modes of the particle, with spectra affected by resonant interband absorption of MAPbI3, lies at the origin of this effect. Our results open up a new approach for probing local near-field dynamics of single nanoparticles.

Keywords: Fano interference; MAPbI3 nanoparticle; near-field scattering-type spectroscopy; time-domain near-field spectroscopy.

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Conflict of interest statement

The authors declare no competing financial interest.

Figures

Figure 1
Figure 1
(a) Schematic setup of spectral interferometry scanning near-field spectroscopy (SI-SNOM). P-polarized Light from a 6 fs Ti:sapphire laser is focused onto the sample. Phase stable spectral interferograms between the light scattered from the sample and the laser light are recorded with a fast last line scan camera at a rate above the tip modulation frequency f. (b) Exemplary spectral interferogram. (c) Spectrum of the laser in the reference arm. (d) Scanning electron microscope image of single MAPbI3 particles fabricated by laser ablation.
Figure 2
Figure 2
(a) Topography image of a 3 μm × 3 μm area of a sample with laser-ablated MAPbI3 nanoparticles on a glass coverslip. (b) Map of the optical near-field signal recorded for broadband, linearly p-polarized excitation of the sample with a 6 fs Ti:sapphire laser and detected using an avalanche photodiode (APD). The image shows the APD signal, demodulated at the third harmonic of the tip oscillation (S3f). For small particles, the images show a dipole-like field distribution, mapping primarily the z-component of the electric near-field on the nanoparticle surface. Larger particles show an additional ring-like structure near their rim. (c,d) Simulated map of the z-component of the local optical near-field pointing along the taper axis, summed over a spectral range from 650 to 950 nm, at the surface of MAPbI3 nanoparticles with radii of 50 nm (c) and 250 nm (d), respectively. The simulations reproduce the ring-like field at the rim of larger particles.
Figure 3
Figure 3
Near-field response functions σNF(ω) and local near-field dynamics at the surface of a MAPbI3 nanoparticle reconstructed from spectral interferometry SNOM. The middle panel shows a spatial map of the spectrally integrated local near-field response functions recorded in the vicinity of a particle with a diameter of 500 nm. The left panels show the amplitude (black circles) and spectral phase (red circles) of σNF(ω) at positions A-D at the sample surface. At A and B, a reduction in near-field scattering connected with a 2π phase jump is found around 1.72 eV. A Fano model is used to fit the results (solid curves). The right panels display the corresponding reconstructed near-field dynamics E0(t)⊗rNF(t) (red lines) at A-D, together with the bandwidth limited electric field profile of the excitation laser E0(t). The long-lived response at A and B reflects the excitation of the EQ mode while the characteristic dip around 3 fs arises from its Fano-type interference with the short-lived dipole modes. At C and D, the excitation of EQ is weak and the dynamics is dominated by the quasi-instantaneous scattering from the glass substrate.
Figure 4
Figure 4
Phenomenological Lorentzian oscillator model for the response function σ(ω) for a Fano-type resonance. (a) Complex plane representation of the response function of a Lorentzian resonance R(ω) (black), a quasi-continuum B(ω) = |B|exp(i3π/2) (blue), and the resulting Fano-type interference R(ω)+B(ω) (red). (b,c) Amplitude (b) and spectral phase (c) of R(ω) (black), B(ω) (blue) and Fano resonance R(ω) + B(ω) (red). The Fano resonance exhibits a 2π phase jump if Lorentzian and background interfere destructively and the on-resonance amplitude of R(ω) exceeds the background amplitude. (d) Resulting time-domain near-field signal E(t) = E0(t)⊗r(t), for excitation with a 6 fs Gaussian-shape pulse E0 (dashed black). The convolutions with the response of the Lorentzian resonance rR, the background rB and the Fano interference (rR + rB) are depicted in black, blue and red, respectively.
Figure 5
Figure 5
(a) Multipole decomposition of the far-field Mie scattering efficiency of a MAPbI3 nanosphere with 250 nm radius, optically excited with linearly x-polarized light incident along the z-direction. The blue (red) line depicts the magnetic dipole (quadrupole) mode (MD,MQ); the black (green) line shows the electric dipole (quadrupole) mode (ED,EQ). (b,c) Amplitude and spectral phase of the z-component of the electric near-field generated by the EQ mode at a distance of 1 nm from the surface of a MAPbI3 nanosphere as a function of energy and horizontal position x. The plot is taken across a line with y = 0, oriented along the incident field direction. (d,e) Amplitude phase of the EQ-mode near-field spectra at different positions close to the rim of the nanoparticle. (f) Amplitude and spectral phase of the z-component of the electric near-field, generated by the interference of the EQ, MD and MQ modes close to the rim of the nanosphere. A 2π-phase jump is observed at 1.51 eV as a result of the destructive interference of EQ and MD mode. The enhanced z-component of the electric field at 1.39 eV is the contribution of the MQ mode.

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