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FULL CRITICAL REVIEW

Plant fibre-reinforced polymers: where do we stand in terms of tensile properties?

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Pages 441-464 | Received 12 Mar 2015, Accepted 05 Dec 2016, Published online: 20 Jan 2017

Figures & data

Table 1. Current applications of plant fibre-reinforced polymer composites.

Figure 1. The number of scientific publications in the field of plant fibres and plant fibre-reinforced composites. Adapted from Bismarck et al. [Citation29] and further updated using an abstract-title-keyword search of ‘natural fib* AND composite*’ on Scopus.

Figure 1. The number of scientific publications in the field of plant fibres and plant fibre-reinforced composites. Adapted from Bismarck et al. [Citation29] and further updated using an abstract-title-keyword search of ‘natural fib* AND composite*’ on Scopus.

Table 2. Estimated cost of various plant fibres in its loose form and E-glass fibres.

Figure 2. Classification of plant fibres and some exemplary (fibrous) products. Adapted from Mohanty et al. [Citation36].

Figure 2. Classification of plant fibres and some exemplary (fibrous) products. Adapted from Mohanty et al. [Citation36].

Table 3. Mechanical performance of plant fibres compared to other types of natural and synthetic fibres. ρ, E, σ and ε denote fibre density, tensile modulus of the fibre, tensile strength of the fibre and fibre elongation-at-break, respectively.

Table 4. The chemical composition of various plant fibres.

Figure 3. Cross-sections of a sisal fibre and a flax fibre determined by scanning electron micrography (a) and (c), and optical microscope (b) and (d), respectively. The drawn outlines show the perimeter of the fibres. Obtained from Thomason et al. [Citation71] with kind permission from Elsevier.

Figure 3. Cross-sections of a sisal fibre and a flax fibre determined by scanning electron micrography (a) and (c), and optical microscope (b) and (d), respectively. The drawn outlines show the perimeter of the fibres. Obtained from Thomason et al. [Citation71] with kind permission from Elsevier.

Table 5. Equilibrium moisture content of various plant fibres at 100% RH (unless indicated).

Figure 4. Scanning electron images showing (a) neat sisal fibres, (b) sisal fibres coated with a dense layer of BC and (c) ‘hairy’ sisal fibres produced using a novel slurry dipping method. A dense layer of BC on sisal fibres was obtained by drying the slurry-dipped fibres under vacuum 80°C. ‘Hairy’ sisal fibres were obtained by partially drying the slurry-dipped fibres between filter papers, followed drying in an air oven held at 40°C. Obtained from Lee et al. [Citation120].

Figure 4. Scanning electron images showing (a) neat sisal fibres, (b) sisal fibres coated with a dense layer of BC and (c) ‘hairy’ sisal fibres produced using a novel slurry dipping method. A dense layer of BC on sisal fibres was obtained by drying the slurry-dipped fibres under vacuum 80°C. ‘Hairy’ sisal fibres were obtained by partially drying the slurry-dipped fibres between filter papers, followed drying in an air oven held at 40°C. Obtained from Lee et al. [Citation120].

Figure 5. Reported tensile properties of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362]. E and σ denote tensile modulus and strength, respectively. The data used for the non-renewable engineering polymers include PP, LLDPE, HDPE, PBT, PA6, PA12 and PC. The data used for the renewable polymers PLA, CA, CAB, CAP, PHBV and PHA. These data were obtained from MatWeb (www.matweb.com).

Figure 5. Reported tensile properties of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362]. E and σ denote tensile modulus and strength, respectively. The data used for the non-renewable engineering polymers include PP, LLDPE, HDPE, PBT, PA6, PA12 and PC. The data used for the renewable polymers PLA, CA, CAB, CAP, PHBV and PHA. These data were obtained from MatWeb (www.matweb.com).

Figure 6. Comparison of reported tensile moduli (E) and strengths (σ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] as a function of fibre loading fraction (wf). The red dotted line shows the properties of PLLA. The filled green and hollow blue icons represent UD plant fibre-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Figure 6. Comparison of reported tensile moduli (E) and strengths (σ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] as a function of fibre loading fraction (wf). The red dotted line shows the properties of PLLA. The filled green and hollow blue icons represent UD plant fibre-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Figure 7. Comparison between the reported tensile moduli (E) and strengths (σ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] and glass fibre-reinforced polymers as a function of fibre loading fraction (wf). The data for glass fibre-reinforced polymers were obtained from MatWeb (www.matweb.com). The green and blue hollow icons represent UD plant fibre and plant fibre fabric-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Figure 7. Comparison between the reported tensile moduli (E) and strengths (σ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] and glass fibre-reinforced polymers as a function of fibre loading fraction (wf). The data for glass fibre-reinforced polymers were obtained from MatWeb (www.matweb.com). The green and blue hollow icons represent UD plant fibre and plant fibre fabric-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Figure 8. Comparison between the specific tensile moduli (E/ρ) and strengths (σ/ρ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] and glass fibre-reinforced polymers as a function of fibre loading fraction (wf). The data for glass fibre-reinforced polymers were obtained from MatWeb (www.matweb.com). The green and blue hollow icons represent UD and fabric plant fibre-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Figure 8. Comparison between the specific tensile moduli (E/ρ) and strengths (σ/ρ) of plant fibre-reinforced polymer composites [Citation28,Citation95,Citation119,Citation124,Citation125,Citation129,Citation134,Citation136,Citation147–362] and glass fibre-reinforced polymers as a function of fibre loading fraction (wf). The data for glass fibre-reinforced polymers were obtained from MatWeb (www.matweb.com). The green and blue hollow icons represent UD and fabric plant fibre-reinforced polymers and randomly oriented plant fibre-reinforced polymers, respectively.

Table 6. Volume fraction of flax and glass fibres, as well as the mass of flax fibre-reinforced PP (in reference with 1 kg of glass fibre-reinforced PP) required to achieve the target design criteria for automotive application.