2019
DOI: 10.1016/j.compscitech.2019.107678
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Piezoresistive performance of polymer-based materials as a function of the matrix and nanofiller content to walking detection application

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Cited by 49 publications
(72 citation statements)
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“…As seen in Table 1 , the 0.7 wt% filler loading provides the high σ 0 of 1 S m −1 for the foam B, which ensures stable electrical signals and low‐power consumption for signal collection in practical applications. Meanwhile, foam B with a robust and strong conductive network can sustain linear compressive strains up to 60%, which is much wider than that for other elastomer composite pressure sensors (≤40%) reported in literature 6b,c,10b,12,14a,25a,33. More recently, Dios et al,14a reported on SEBS/CNT composite piezoresistive sensors fabricated via an environmentally friendly method.…”
Section: Resultsmentioning
confidence: 86%
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“…As seen in Table 1 , the 0.7 wt% filler loading provides the high σ 0 of 1 S m −1 for the foam B, which ensures stable electrical signals and low‐power consumption for signal collection in practical applications. Meanwhile, foam B with a robust and strong conductive network can sustain linear compressive strains up to 60%, which is much wider than that for other elastomer composite pressure sensors (≤40%) reported in literature 6b,c,10b,12,14a,25a,33. More recently, Dios et al,14a reported on SEBS/CNT composite piezoresistive sensors fabricated via an environmentally friendly method.…”
Section: Resultsmentioning
confidence: 86%
“…Meanwhile, foam B with a robust and strong conductive network can sustain linear compressive strains up to 60%, which is much wider than that for other elastomer composite pressure sensors (≤40%) reported in literature 6b,c,10b,12,14a,25a,33. More recently, Dios et al,14a reported on SEBS/CNT composite piezoresistive sensors fabricated via an environmentally friendly method. Such sensors show a stable G F of 1.4 under large deformation and can be used for walking detection.…”
Section: Resultsmentioning
confidence: 86%
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“…The mechanical strain is ε = dl/l 0 and ν is the Poisson coefficient. The horizontal mechanical strain is correlated to the vertical displacement applied to the material by: [14,29] ε = dz a…”
Section: Sample Characterizationmentioning
confidence: 99%