2018
DOI: 10.1007/s11468-018-0769-4
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Effective Optical Properties of Inhomogeneously Distributed Nanoobjects in Strong Field Gradients of Nanoplasmonic Sensors

Abstract: Accurate and efficient modeling of discontinuous, randomly distributed entities is a computationally challenging task, especially in the presence of large and inhomogeneous electric near-fields of plasmons. Simultaneously, the anisotropy of sensed entities and their overlap with inhomogeneous fields means that typical effective medium approaches may fail at describing their optical properties. Here, we extend the Maxwell Garnett mixing formula to overcome this limitation by introducing a gradient within the ef… Show more

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Cited by 7 publications
(3 citation statements)
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References 50 publications
(88 reference statements)
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“…More rigorously speaking, the molecular islands with unequal volumes should be described by a spatially varying effective permittivity, i.e., index of refraction. However, such a complicated environment can be simplified by introducing a gradient effective medium approach (originating from the Maxwell Garett formula; see ref for more details). In this model, the randomly distributed DIP islands are substituted by several closed DIP layers with spatially varying effective refractive index, n eff DIP , in the direction normal to the substrate.…”
Section: Resultsmentioning
confidence: 75%
“…More rigorously speaking, the molecular islands with unequal volumes should be described by a spatially varying effective permittivity, i.e., index of refraction. However, such a complicated environment can be simplified by introducing a gradient effective medium approach (originating from the Maxwell Garett formula; see ref for more details). In this model, the randomly distributed DIP islands are substituted by several closed DIP layers with spatially varying effective refractive index, n eff DIP , in the direction normal to the substrate.…”
Section: Resultsmentioning
confidence: 75%
“…Most of the above-mentioned strategies ideally lead to the homogeneous deposition of metal NPs [21], but physical sputtering and laser-induced direct deposition can generate non-homogeneous NP distributions [22,23], especially over large-sized supports. Variations in NPs' spatial loading are often intentionally induced, as they can positively affect optical and electronic properties of the composite material and, consequently, its performances for electrochemical and catalytic applications [23][24][25]. Analytical tools to quantitatively determine the spatial distribution of NPs over a given substrate are accordingly highly desirable.…”
Section: Introductionmentioning
confidence: 99%
“…Напыленные в вакууме ПМП (особенно после их термического отжига) можно представить в виде ансамбля наночастиц, самоорганизованных поверх сплошной металлической поверхности [13]. Ранее было показано [14][15][16][17][18][19][20], что расширенная теория Максвелла-Гарнетта вполне приемлема для соотнесения эффективной диэлектрической функции с подобной морфологией поверхности. Таким образом, анализ возможностей и ограничений разных моделей приводит к выбору расширенной теории Маквелла-Гарнета для моделирования процессов отражения света плазмонными металлическими пленками.…”
Section: Introductionunclassified