Interpreting Electrical Conductivity for Carbon Nanofiber‐Polymer Systems by a Modeling Approach

ABSTRACT A new methodology is developed to interpret the effective conductivity of the polymeric samples reinforced by carbon nanofibers (CNFs), referred to as PCNFs, taking into account the total resistivity of the system. The proposed method is used to estimate the effective conductivity of some samples. The model's predictions are compared to experimental results. Furthermore, applicable equations are provided for CNF effective volume share, waviness of CNFs, threshold of percolation, and the network percentage. In addition, the advanced method is validated through analysis of all factors affecting effective conductivity. The results reveal that a lower percolation onset (), thicker interphase, shorter tunneling distance, lower tunneling resistivity of polymer ( ρ ), larger tunneling diameter ( d ), and shorter tunneling size all contribute to higher effective conductivity in PCNFs. The effective conductivity reduces to zero when CNF volume percentage () is less than 0.015, but the utmost conductivity of 0.0044 S/m is achieved at = 0.04 and d = 40 nm. Furthermore, no conductivity is noticed at ρ > 6 Ω·m and > 0.013, while the greatest effective conductivity of 0.0017 S/m is seen at the lowest values of ρ = 1 Ω·m and = 0.002.

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Publication Details

Journal
Polymer Composites
Published
2025-09-15
DOI
https://doi.org/10.1002/pc.70443
Primary Topic
Geochemistry and Geologic Mapping
Type
article
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article

Interpreting Electrical Conductivity for Carbon Nanofiber‐Polymer Systems by a Modeling Approach

Polymer Composites
Geochemistry and Geologic Mapping
article

Interpreting Electrical Conductivity for Carbon Nanofiber‐Polymer Systems by a Modeling Approach

article en

Abstract

ABSTRACT A new methodology is developed to interpret the effective conductivity of the polymeric samples reinforced by carbon nanofibers (CNFs), referred to as PCNFs, taking into account the total resistivity of the system. The proposed method is used to estimate the effective conductivity of some samples. The model's predictions are compared to experimental results. Furthermore, applicable equations are provided for CNF effective volume share, waviness of CNFs, threshold of percolation, and the network percentage. In addition, the advanced method is validated through analysis of all factors affecting effective conductivity. The results reveal that a lower percolation onset (), thicker interphase, shorter tunneling distance, lower tunneling resistivity of polymer ( ρ ), larger tunneling diameter ( d ), and shorter tunneling size all contribute to higher effective conductivity in PCNFs. The effective conductivity reduces to zero when CNF volume percentage () is less than 0.015, but the utmost conductivity of 0.0044 S/m is achieved at = 0.04 and d = 40 nm. Furthermore, no conductivity is noticed at ρ > 6 Ω·m and > 0.013, while the greatest effective conductivity of 0.0017 S/m is seen at the lowest values of ρ = 1 Ω·m and = 0.002.

Polymer CompositesVol. 47(5)
Academic Center for Education, Culture and Research (IR), American University of the Middle East (KW), Kyung Hee University (KR), Motamed Cancer Institute (IR), Qom University of Technology (IR)
Openalex Percentile: Top 41%
Geochemistry and Geologic Mapping
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Interpreting Electrical Conductivity for Carbon Nanofiber‐Polymer Systems by a Modeling Approach · Polymer Composites (2025) | TGRS Research Map | TGRS