2013
DOI: 10.1007/s10118-013-1310-z
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Synthesis of natural rubber-g-maleic anhydride and its use as a compatibilizer in natural rubber/short nylon fiber composites

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Cited by 34 publications
(35 citation statements)
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“…Maximum elongation is the measure of how much a specimen stretches before it breaks . As expected, the incorporation of wood sawdust in the matrix has improved the tensile strength (Figure 5), due to the strong interaction between the natural rubber and filler which effectively has constrained the motion of polymer chains [29,30], due to the good adhesion of the filler in matrix and because of the agglomeration of filler particles [27,28]. Therefore, the surface reactivity which has determined the polymer–filler interaction, the aggregates, sizes and shapes of fillers and finally, the structural and filler particle dispersions in rubber had improved the modulus [28].…”
Section: Resultsmentioning
confidence: 89%
See 1 more Smart Citation
“…Maximum elongation is the measure of how much a specimen stretches before it breaks . As expected, the incorporation of wood sawdust in the matrix has improved the tensile strength (Figure 5), due to the strong interaction between the natural rubber and filler which effectively has constrained the motion of polymer chains [29,30], due to the good adhesion of the filler in matrix and because of the agglomeration of filler particles [27,28]. Therefore, the surface reactivity which has determined the polymer–filler interaction, the aggregates, sizes and shapes of fillers and finally, the structural and filler particle dispersions in rubber had improved the modulus [28].…”
Section: Resultsmentioning
confidence: 89%
“…The Kraus theory and Kraus equation [25] have been successfully used by some researchers to assess the interfacial interaction in filler-reinforced rubber composites [26,27]. The Kraus equation is expressed as follows: Vro/Vrf=1mf1f where, V ro and V rf are the volume fractions of the rubber in the vulcanized gum and in the filled swollen sample respectively, f is the volume fraction of filler and m the filler polymer interaction parameter.…”
Section: Methodsmentioning
confidence: 99%
“…The results of crosslinking density are shown in Table 4, it is shown that the crosslink density of SBR vulcanize is higher than that of SBR/50lignin, this is because that there are abundant acidic OH in lignin since acidic agents have an adverse effect on the vulcanization of the rubber [36]. The A(T 2 ) of SBR vulcanize is higher than that of SBR/50lignin.…”
Section: Crosslink Density Analysismentioning
confidence: 96%
“…Recently, many researchers use Magnetic Resonance Crosslink Density Measurements to the determinate the crosslink densities in rubber materials [36][37][38][39], and not only this method simple to use and time-saving but also this method can provide several more parameters characterizing the molecular dynamics of the network. Such as the average molecular weight of chains between two adjacent crosslinks (M c ), the motion of dangling chain ends and free chain (A(T 2 )), and the percentage of inter crosslink chain A(M c ), etc.…”
Section: Crosslink Density Analysismentioning
confidence: 99%
“…Generally, the degree of reinforcement by short fibers depends on many factors such as the rubber matrix, the type of fiber, the concentration and orientation of the fibers, fiber aspect ratio, and the interaction adhesion between fiber and rubber [2,3]. In more recent work, short nylon fibers were incorporated into different rubber matrices such as Natural Rubber [4][5][6][7], Styrene Butadiene Rubber [8], Acrylonitrile Butadiene Rubber [9][10][11][12], and Chloroprene Rubber [13], and it was reported that modulus, tear strength, and heat build-up of rubber compound increase by the addition of fibers. However, tensile strength and elongation at break showed a drastic drop in all cases, which has been attributed to the relative higher modulus of short fibers and an indication of fiber-rubber adhesion [4,7].…”
Section: Introductionmentioning
confidence: 99%