| Literature DB >> 30960388 |
Xinzhu Chen1, Jing An2, Guangming Cai3, Jin Zhang4, Wu Chen5, Xiongwei Dong6, Licheng Zhu7, Bin Tang8,9, Jinfeng Wang10,11, Xungai Wang12,13.
Abstract
A green approach was successfully developed to fabricate flexible sensors by utilizing carbonized waste cotton fabrics in combination with natural rubber latex. Waste cotton fabrics were firstly carbonized by heat treatment in the nitrogen atmosphere before they were combined with natural rubber latex using three methods, i.e., vacuum bagging, negative pressure adsorption and drop coating. After impregnation with natural rubber, the carbonized cotton maintained the fabric structure and showed good conductivity. More importantly, the electric resistance of the textile composites changed with the tensile strain. The cyclic stretching-releasing tests indicated that the prepared wearable flexible strain sensors were sensitive to strain and stable under cyclic loading. The flexible strain sensor also demonstrated the capability of monitoring human finger and arm motion.Entities:
Keywords: carbonization; conductive fabric; cotton; natural rubber latex; recycling; strain monitoring
Year: 2019 PMID: 30960388 PMCID: PMC6473477 DOI: 10.3390/polym11030404
Source DB: PubMed Journal: Polymers (Basel) ISSN: 2073-4360 Impact factor: 4.329
Figure 1(a) Illustration of knitted structure of cotton fabric. (b) Heat treatment process of cotton fabrics. (c) Photograph and diagram of the cotton fabric before and after carbonization.
Figure 2Schemes of Textile composites fabrication using three methods.
Figure 3SEM images of the pristine cotton fabric (a,b) and carbonized fabric (c,d).
Figure 4SEM images of the carbonized fabrics: (a,b) VB-CF, (c,d) NPA-CF and (e,f) DC-CF.
Figure 5(a) Raman scattering spectrum of carbonized fabric. (b) FTIR spectra of the fabric samples.
Figure 6(a) XPS survey spectra of PF, CF and VB-CF. C1 XPS curves of (b) PF, (c) CF and (d) VB-CF.
Figure 7(a) Curves of stress versus strain corresponding to different fabric samples. (b) Relative resistance variation (∆R/R0) of different textile composites under tensile loading.
Figure 8(a) Photographs of VB-CF wired with a light-emitting diode (LED) under original state and being twisted. (b) Curves for ∆R/R0 and corresponding ln(∆R/R0) of VB-CF under tensile loading. Purple line is the linear fitting line for the plot of ln(∆R/R0) versus loading of stretching. (c) ∆R/R0 curves of VB-CF under cyclic tensile strain of 5%, 10% and 20%. (d) The relative resistance variation of VB-CF under cyclic tensile strain of 5% for 320 cycles.
Figure 9Monitoring pattern of (a) finger bending and (b) contracting of dizzy biceps during third-class lever by using VB-CF.