2019
DOI: 10.1515/nanoph-2019-0031
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Quantitative analysis and modeling of line edge roughness in near-field lithography: toward high pattern quality in nanofabrication

Abstract: Quantitative analysis of line edge roughness (LER) is very important for understanding the root causes of LER and thereby improving the pattern quality in near-field lithography (NFL), because LER has become the main limiter of critical dimension (CD) control as the feature size of nanostructures is scaled down. To address this challenge, the photoresist point-spread function of NFL with a contact plasmonic ridge nanoaperture can be employed to account for the physical and chemical effects involved in the LER-… Show more

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Cited by 10 publications
(13 citation statements)
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“…When the plasmonic lithography system produces nanoscale target patterns with an arbitrary shape, the corresponding exposure dose distribution is computed by the convolution between the target pattern and the PSF which is radially symmetric and displays how the beam energy is distributed throughout the PR when a single point is exposed. Therefore, the PSF can be employed to account for all physical and chemical phenomena involved in the patterning process 29 . Significantly, estimation of the PSF with high accuracy and efficiency is crucial in the quantitative analysis of the achievable optical resolution and the near-field OPE in plasmonic lithography.…”
Section: Modeling Optical Resolution Limit In Plasmonic Lithographymentioning
confidence: 99%
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“…When the plasmonic lithography system produces nanoscale target patterns with an arbitrary shape, the corresponding exposure dose distribution is computed by the convolution between the target pattern and the PSF which is radially symmetric and displays how the beam energy is distributed throughout the PR when a single point is exposed. Therefore, the PSF can be employed to account for all physical and chemical phenomena involved in the patterning process 29 . Significantly, estimation of the PSF with high accuracy and efficiency is crucial in the quantitative analysis of the achievable optical resolution and the near-field OPE in plasmonic lithography.…”
Section: Modeling Optical Resolution Limit In Plasmonic Lithographymentioning
confidence: 99%
“…, where a is the decay constant at z=0, and b is a dimensionless parameter, the constants a and b depend on the gap size of plasmonic BNA, the dose modulation function (DMF) is defined as DMF=(Dmax-Dmin)/(Dmax+Dmin), where Dmax and Dmin represent the maximum and minimum intensity, respectively 22,28,29 . To record a pattern with a certain depth in the PR layer, the exposure dose is evaluated as Di(g)=Ii(g)tex, where Ii(g) is the intensity at exposure depth z with a ridge gap size of g, tex is the exposure time.…”
Section: Size Dependence Of Near-field Enhancement With a Plasmonic Bnamentioning
confidence: 99%
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“…To accelerate the development and application of 3D materials whose functionality depends on the geometric shape, methodologies that can grow and assemble atomically architected 3D structures with optimal manufacturability are required. Recently, the lithographic methods have been widely used for fabricating 3D structures; however, they are problematic in terms of the atomic perfection of 3D structured samples. , In a lithographic process, dry etching techniques are employed to minimize and shape 3D structures, which unavoidably introduce some damage to and/or deformation of the atomic structures. Because the size of a sample is geometrically constrained to a nanometer length scale, at least in one of the three dimensions, disordered atomic arrangements significantly degrade the physical properties or induce deviation from an ideal value.…”
Section: Introductionmentioning
confidence: 99%
“…Near-field lithography is a technology far beyond the diffraction limit nano-patterning that is applied to exploit diffracted fields, including quasi-spherical waves and surface plasmon polaritons (SPPs) [1][2][3][4][5][6][7][8][9][10]. These waves are radiated by a grating or prism, that can help the incident light confined to a super small scale through the strong near-field coupling via evanescent photons [11].…”
Section: Introductionmentioning
confidence: 99%