2018
DOI: 10.1038/s41598-018-24950-7
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Improved method for estimating adlayer thickness and bulk RI change for gold nanocrescent sensors

Abstract: This paper presents a novel method employing the maximum likelihood estimation (MLE) technique alongside a nonlinear sensor response model to improve and extract more quantitative sensing results for localized surface plasmon resonance biosensors. The nonlinear response model treats the sensor response as a nonlinear function of the biomolecular adlayer thickness. This method makes use of the multiple resonance characteristic of nanocrescent structures in order to estimate the adlayer thickness and bulk refrac… Show more

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Cited by 8 publications
(6 citation statements)
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References 22 publications
(22 reference statements)
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“…For example, dielectric microresonators were suggested for thickness determination with sub-nanometer precision . In another research, this was achieved using localized plasmon resonances of gold nanocrescents . These platforms usually require complex optical spectroscopy at wavelengths above 1 μm and also require advanced nanofabrication techniques, limiting the broad applicability of these sensors.…”
supporting
confidence: 93%
See 1 more Smart Citation
“…For example, dielectric microresonators were suggested for thickness determination with sub-nanometer precision . In another research, this was achieved using localized plasmon resonances of gold nanocrescents . These platforms usually require complex optical spectroscopy at wavelengths above 1 μm and also require advanced nanofabrication techniques, limiting the broad applicability of these sensors.…”
supporting
confidence: 93%
“…19 In another research, this was achieved using localized plasmon resonances of gold nanocrescents. 20 These platforms usually require complex optical spectroscopy at wavelengths above 1 μm and also require advanced nanofabrication techniques, limiting the broad applicability of these sensors. In addition, for the ring resonator case, the area of a single sensing site is about 50 μm 2 .…”
mentioning
confidence: 99%
“…A Fano resonance occurs when a discrete (subradiant) and a continuous state (superradiant) overlap and interfere, leading to a spectral feature exhibiting a strong dependence on the local environment that can be harnessed in sensing applications. As reported elsewhere, Fano resonances in nanocrescents are influenced by the tip-to-tip distance as well as the height of the structure and result from interference between the dipolar mode of the tips along the height axis (acting as the discrete state) and the quadrupolar mode within the plane of the crescent (which constitutes the continuous state). The sensitivity of the plasmonic response of nanocrescents to their dimensions leads to highly tunable optical properties that provide versatility for many applications such as biological and chemical sensing, nanomedicine, nanolasing, and catalysis. ,,, For example, Park et al fabricated nanocrescent antennas on mesoporous silica nanospheres for cellular imaging, molecular targeting, and drug delivery . Zhang and co-workers demonstrate the potential of gold nanocrescents in asymmetric catalysis and as a surface-enhanced Raman scattering (SERS) platform for the chiral detection of molecules …”
Section: Introductionmentioning
confidence: 99%
“…LSP characteristics, such as the absorption of light and the generation of electric fields around metal nanostructures, strongly depend on the shapes of the metal nanostructures and the surrounding dielectric environment (refractive index, RI) [7][8][9]. Therefore, metal nanostructures have been studied for their applications in highly sensitive, label-free sensors that detect surrounding RI changes caused by adsorption or molecule interaction on metal nanostructure surfaces [10,11]. Because the RI sensitivity depends on the properties of the LSP mode, various shapes of metal nanostructures have been studied for improving sensitivity [12][13][14].…”
Section: Introductionmentioning
confidence: 99%