2019
DOI: 10.1364/ol.44.002534
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Grating-like nanostructures formed by the focused fs laser pulse in the volume of transparent dielectric

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Cited by 7 publications
(6 citation statements)
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“…The formation of quasi‐periodic nanoplasmas with periodicities λ/2 n , where λ is the laser wavelength and n is the refractive index of the material, starting from initial inhomogeneous refractive index distributions (related to rough interface, [ 6,7 ] presence of intrinsic voids or defects, [ 4,5 ] or refractive index perturbations [ 37 ] ) was reported in several works. Independently on the nature of the initial perturbations, the interference of the incident and the inhomogeneity‐scattered waves prioritizes the arrangement with periods being a fraction of the propagating laser wavelength in medium.…”
Section: Resultsmentioning
confidence: 99%
“…The formation of quasi‐periodic nanoplasmas with periodicities λ/2 n , where λ is the laser wavelength and n is the refractive index of the material, starting from initial inhomogeneous refractive index distributions (related to rough interface, [ 6,7 ] presence of intrinsic voids or defects, [ 4,5 ] or refractive index perturbations [ 37 ] ) was reported in several works. Independently on the nature of the initial perturbations, the interference of the incident and the inhomogeneity‐scattered waves prioritizes the arrangement with periods being a fraction of the propagating laser wavelength in medium.…”
Section: Resultsmentioning
confidence: 99%
“…The released harmonic relatively quickly leads to a strong corrugation of the breakdown wave front with a period equal to plasmon wave length; due to the strong modulation of the field amplitude (and hence the ionization rate) along the front, the discharge decays into separate layers with suprathreshold density ( Figure 6 and Figure 7 ). At the final stage of the process, these layers (in fact the same as in the case of an initially purely harmonic perturbation with a given period [ 18 , 27 ]) lead to the formation of a contrast grating structure characterized by a strong nonuniformity in the transverse direction distribution of the energy deposition density ( Figure 8 ). Within the parameter range used in calculations, the spatial period of this structure turned out to be close to nm, which fits into the framework determined by the experimental data.…”
Section: Results Of Calculationmentioning
confidence: 99%
“…The main tasks in this approaches are: (i) description of the joint evolution of the electric field and plasma density perturbations against the background of some quasi-stationary equilibrium states, (ii) obtaining dispersion equations connecting the growth rate constants (so called increments of instabilities) of these perturbations with characteristics of their spatial structure (spatial periods or wave numbers), and (iii) finding the optimal conditions providing enough fast growth of unstable perturbations in a definite range of the wave numbers at the linear and nonlinear stages of instability (corresponding to small and large perturbations, respectively). As applied to the above nanograting problem this program was realized within the framework of simple quasi-one-dimensional models of optical discharge maintained in fused silica (in the absence [17,18] or presence [19] of easily ionizable small inclusions) by traveling plane wave. These models have given results agreeing with experiments in respect of both grating orientation and observed period range of most quickly growing spatial modulation.…”
Section: Introductionmentioning
confidence: 99%
“…Such a unique form of matter as periodic plasma [27] can be created, for example, by the high-power laser interaction with the periodically ordered dielectric material. Recently, the properties of periodic plasma have been studied theoretically [28,29] and experimentally [30][31][32][33]. One of the fascinating properties of laser-produced periodic plasma is the enhancement of the generated intensity in the cases of low order harmonic generation in comparison to a uniform plasma [34].…”
Section: Introductionmentioning
confidence: 99%