Modeling of Dielectric Mixtures Containing Conducting Inclusions with Statistically Distributed Aspect Ratio

Marina Koledintseva; Sandeep K. R. Chandra; Richard E. DuBroff; Robert W. Schwartz

doi:10.2528/PIER06110903

Modeling of Dielectric Mixtures Containing Conducting Inclusions with Statistically Distributed Aspect Ratio

Research output: Contribution to journal › Article › peer-review

Abstract

An analytical model of composites made of a dielectric base and randomly oriented metal inclusions in the form of nanorods is presented. This model is based on the generalized Maxwell Garnett (MG) mixing rule. In this model, the nanorod particles are modeled as prolate spheroids with a statistically normal distribution of their aspect ratios. It is shown that parameters of the distribution laws affect the frequency characteristics of the composites both at microwave and optical frequencies. The results of computations are represented.

Original language	American English
Journal	Progress in Electromagnetics Research (PIER)
Volume	66
DOIs	https://doi.org/10.2528/PIER06110903
State	Published - Jan 1 2006

Keywords

Maxwell Garnett (MG) Mixing Rule
Dielectric
Microwave Frequencies
Nanorods
Optical Frequencies

Disciplines

Electrical and Computer Engineering
Materials Science and Engineering

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10.2528/PIER06110903License: CC BY

Modeling of Dielectric Mixtures Containing Conducting InclusionsFinal published version, 303 KBLicense: CC BY

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title = "Modeling of Dielectric Mixtures Containing Conducting Inclusions with Statistically Distributed Aspect Ratio",

abstract = " An analytical model of composites made of a dielectric base and randomly oriented metal inclusions in the form of nanorods is presented. This model is based on the generalized Maxwell Garnett (MG) mixing rule. In this model, the nanorod particles are modeled as prolate spheroids with a statistically normal distribution of their aspect ratios. It is shown that parameters of the distribution laws affect the frequency characteristics of the composites both at microwave and optical frequencies. The results of computations are represented.",

keywords = "Maxwell Garnett (MG) Mixing Rule, Dielectric, Microwave Frequencies, Nanorods, Optical Frequencies",

author = "Marina Koledintseva and Chandra, \{Sandeep K. R.\} and DuBroff, \{Richard E.\} and Schwartz, \{Robert W.\}",

year = "2006",

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doi = "10.2528/PIER06110903",

language = "American English",

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T1 - Modeling of Dielectric Mixtures Containing Conducting Inclusions with Statistically Distributed Aspect Ratio

AU - Koledintseva, Marina

AU - Chandra, Sandeep K. R.

AU - DuBroff, Richard E.

AU - Schwartz, Robert W.

PY - 2006/1/1

Y1 - 2006/1/1

N2 - An analytical model of composites made of a dielectric base and randomly oriented metal inclusions in the form of nanorods is presented. This model is based on the generalized Maxwell Garnett (MG) mixing rule. In this model, the nanorod particles are modeled as prolate spheroids with a statistically normal distribution of their aspect ratios. It is shown that parameters of the distribution laws affect the frequency characteristics of the composites both at microwave and optical frequencies. The results of computations are represented.

AB - An analytical model of composites made of a dielectric base and randomly oriented metal inclusions in the form of nanorods is presented. This model is based on the generalized Maxwell Garnett (MG) mixing rule. In this model, the nanorod particles are modeled as prolate spheroids with a statistically normal distribution of their aspect ratios. It is shown that parameters of the distribution laws affect the frequency characteristics of the composites both at microwave and optical frequencies. The results of computations are represented.

KW - Maxwell Garnett (MG) Mixing Rule

KW - Dielectric

KW - Microwave Frequencies

KW - Nanorods

KW - Optical Frequencies

UR - https://scholarsmine.mst.edu/ele_comeng_facwork/219

U2 - 10.2528/PIER06110903

DO - 10.2528/PIER06110903

M3 - Article

VL - 66

JO - Progress in Electromagnetics Research (PIER)

JF - Progress in Electromagnetics Research (PIER)

ER -

Modeling of Dielectric Mixtures Containing Conducting Inclusions with Statistically Distributed Aspect Ratio

Abstract

Keywords

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