Nearfield effect in a nanotube/nanopor array system for application in EWOD devices that are operating in THz region

Sirbu, L.; Sergentu, V. V.; Voicu, Rodica; Tiginyanu, I. M.; Ursaki, V. V.

doi:10.1109/smicnd.2012.6400644

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Dispersion Law For Systems Of Nanocylinders and Nanopores1

Frequency Dispersion Law At Extremely Low Frequencies1

Introduction1

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2013

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“…has no solutions in real numbers . At the same time, we have another situation when the nanocylinders are arranged in a regular square lattice . In such a case, in contrast to the ideal nanotube, the dielectric function

Δ ϵ_{m}^{nt}

should be replaced by another value

Δ ϵ_{m}^{eff}

obtained from the relationship

Δ ϵ_{m}^{eff} = - \frac{(ϵ_{1} - ϵ_{2})}{h^{2}} \frac{normald}{d R} (ln (I_{m} (h R))) .

…”

Section: Dispersion Law For Systems Of Nanocylinders and Nanoporesmentioning

confidence: 99%

“…The results obtained by traditional methods of the effective medium are fully suitable to the usual formulation of the problem, when we seek for effective parameters of multicomponent media in the field of electromagnetic transverse waves. However, note that we cannot ignore photonic crystals modes in the case of spontaneous emission or Rayleigh scattering in a nanomaterial.…”

Section: Frequency Dispersion Law At Extremely Low Frequenciesmentioning

confidence: 99%

“…We generalized the exactly solvable mathematical model for a system of carbon nanotubes to the case of multilayer nanocylinders. The dispersion law was obtained for a system of multilayer nanocylinders with radius R made of any material and arranged in a periodical two‐dimensional lattice . Nanopores and nanocylinders from transparent materials have been investigated in detail.…”

Section: Introductionmentioning

confidence: 99%

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