Xiaoyun Li,
Feng Tian,
Ping Zhou,
Chunming Yang*,
Xiuhong Li*,
Fenggang Bian and
Jie Wang
Shanghai Synchrotron Radiation Facility, Shanghai Institute of Applied Physics, Chinese Academy of Sciences, Shanghai, China. E-mail: lixiuhong@sinap.ac.cn; yangchunming@sinap.ac.cn
First published on 12th August 2016
The structural evolution and mechanism of Kevlar 29 and Kevlar 129 (poly(p-phenylene terephthalamide)) fibers during stretching were studied by in situ synchrotron small-angle X-ray scattering (SAXS) and wide-angle X-ray scattering (WAXS). Compared with Kevlar 29, the tensile strength of Kevlar 129 increased, while the elongation-to-break ratio decreased. SAXS results showed that ordered lamellae were observed only in Kevlar 29. The fibril length of Kevlar 129 was larger than that of Kevlar 29; however, the fibril misorientation width of Kevlar 129 was smaller. During stretching, both the fibril length and fibril misorientation width decreased at low strains, and then increased until the fibrils broke both in Kevlar 29 and Kevlar 129 fibers. From WAXS results, the crystal orientation angle decreased in Kevlar 29 during stretching, while that in Kevlar 129 increased at low strains and then decreased until the fibers broke. The change of crystallinity indicated that the amorphous phase can convert to the crystal phase at high strains, although the conversion ratio was not large. By combining the SAXS and WAXS results, a potential mechanism for Kevlar fibers during stretching was proposed.
The mechanical property of a PPTA fiber is strongly affected by its internal structure. Rao8,9 studied the relationship of apparent crystal size, crystal orientation, degree of crystallinity and mechanical properties, in which the results showed that crystallite orientation and apparent crystal size were closely related to the fiber modulus and strength. The strength decreased with the increase of crystal size. Young et al.10 investigated the structure and mechanical properties of various PPTA fibers using TEM and Raman microscopy. It indicated that the fiber tensile strength was determined by the overall molecular orientation, while the increasing skin region would reduce the strength. A series of PPTA fibers with different strengths were studied using the new two-dimensional full pattern fitting method for 2D SAXS patterns by Zhu et al.,11 and the results showed that the greater the number of spherical microvoids and the larger the ellipsoidal microvoids, the weaker is the strength in the aramid fiber.
It is well known fact that the manufacturing process condition affects the internal structure, thus affecting its mechanical properties. The heat temperature and applied tension in manufacturing processes play important roles in fiber mechanical properties.10–14 Kevlar 29 fibers belong to a common PPTA fiber. Moreover, the strength of Kevlar 129 fibers is higher than that of Kevlar 29. The mechanical properties of Kevlar 129 were improved by the selection of the processing parameters and the molecular weight of spinning resin or injection of a third monomer. In the manufacturing process, with increasing temperature and applied tension, the modulus and tensile strength improved owing to the crystallites improved alignment. Some works11,13 showed that the molecular orientation, crystal perfection and crystallinity can be improved by heat treatment processes; therefore, the modulus and strength of the fiber increased. Due to the different process technologies having been using for Kevlar 29 and Kevlar 129, the crystalline perfections, molecular orientation, modulus and the strength were observed to be different.8
Although a lot of work has been performed to investigate the structure and properties,8–11 there are few studies on structural and morphological evolution of various Kevlar fibers during stretching. In the present study, our goal is to obtain an in-depth understanding of the internal structure evolution, including the fibrils and crystal structure of different Kevlar fibers under the external stresses. Kevlar 29 and Kevlar 129 were investigated by SAXS/WAXS technique combined with an in situ uniaxial stretching apparatus. The relationship of the structural evolution and mechanical properties in various Kevlar fibers was studied.
The in situ small- and wide-angle X-ray scattering measurements were performed on the beamline BL16B1 at the Shanghai Synchrotron Radiation Facility (SSRF). The X-ray wavelength was 0.124 nm. The 2D SAXS and WAXS patterns were recorded by Mar165 CCD with pixel size of 79 μm × 79 μm. The sample-to-detector distance was 1820 mm for SAXS, which was calibrated using a silver behenate standard, and 154 mm (calibrated by CeO2) for WAXS. The collection time was 5 s and 10 s for SAXS and WAXS measurements, respectively. All X-ray scattering data were corrected for background scattering and X-ray absorption. X-polar software (Precision Works Inc., NY, USA) was used to analyze SAXS and WAXS patterns and thus obtained the one-dimensional integrated intensity profiles.
Fig. 3 shows the one-dimensional SAXS profiles of Kevlar fibers obtained using projection integration from Fig. 2. It can be clearly seen that a sharp peak appeared in Kevlar 29, which suggested that the Kevlar 29 fiber exhibited a lamellar morphology with a long-period order character (Fig. 3(a)). This result is consistent with the work reported by Panar et al.6 observed that some fractionally ordered lamellae appeared in the superstructure of the Kevlar fibers. Compared with the Kevlar 29 fiber, a less obvious peak in Kevlar 129 was found in Fig. 3(b). From Fig. 3(a), it can be clearly seen that a sharp peak appeared at q = 0.71 nm−1 (q = 4π
sin
θ/λ with λ being the wavelength and 2θ being the scattering angle) in the equatorial direction with different strain for Kevlar 29. It indicated that some structures stack periodically perpendicular to the fiber axis. The long period (L) can be calculated according to Bragg's law. For Kevlar 29, the long period is estimated to be 8.8 nm. During stretching, the scattering intensity of the peak in Fig. 3(a) became gradually weaker. It indicated that some lamellar structures in Kevlar 29 may break during stretching because they most likely carry a small part of the loading. However, during stretching, there is no trace of lamellar morphology in Kevlar 129.
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| Fig. 3 Selected integrated SAXS profiles of different Kevlar fibers during stretching. (a) Kevlar 29 (b) Kevlar 129. | ||
Grubb et al.16 and Dobb17 et al. pointed out that the streak on the equator of the Kevlar fiber was due to its microfibrillar structure and not attributed to the microvoids morphology. We are in complete agreement with their opinions. If the microvoids were the main contribution for the equatorial streak, the microvoids would be formed and become larger, and the difference of electron density between the microvoids and matrix would increase during the stretching of the fibers, and the scattering intensity of the equatorial streak would be visibly changed. From Fig. 3, there was no obvious change at the low q. Ran et al.18 also proposed that the Kevlar fiber had a fibril structure and caused an equatorial streak in SAXS. From 2D SAXS patterns, it was found that the intensity of the streak was changed with the scattering angle, implying that the fibrils have a size distribution and orientation distribution along the fiber axis. In order to obtain the information for the fibrils structure, the Ruland's streak method19 was used to analyze the intensity distribution to ascertain the average length and misorientation width. In this study, it is found that the azimuthal scans of the equatorial streak of Kevlar fibers with different scattering vectors s (s = q/2π) can be described by Cauchy–Cauchy-type functions. The average fibrils length lf and the misorientation width Bϕ can be calculated from the following equation:
![]() | (1) |
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| Fig. 4 Azimuthal scans of the equatorial streak (a) Kevlar 29, (b) Kevlar 129 and (c) the corresponding Ruland plot (at 1.75% strain). | ||
From Fig. 4(a) and (b), it was clearly seen that the equatorial streak of Kevlar 29 was much stronger than Kevlar 129 at larger q, so for Kevlar 29, we took the slope of the intermediate values of s (0.047 < s < 0.11) for analysis, and at this range, the sBobs vs. s plot can used for linear fitting. However, for Kevlar 129, the intermediate values of s (0.012 < s < 0.78) was taken for analysis, because in a large q range, the intensity became weak, resulting in large errors. All the obtained values, including fibrils length lf, misorientation Bϕ and long-period L, are summarized in Table 1. It indicated a clear trend that the magnitude of lf of Kevlar 129 was notably larger as compared with the Kevlar 29, whereas the fibrils misorientation width Bϕ of Kevlar 129 was less than that of Kevlar 29 at different strains. The tensile strength of Kevlar 129 was increased by 150% compared to Kevlar 29. Jaffe et al.20 and Schaefgen et al.21 also found that the improvement of orientation of fibrils induced the increase in the modulus and strength. The results indicated that fibrils orientation was the most important factor relating to fiber strength. It was observed that the length fibrils lf had a minimum value at 1.75% strain for both of the types of fibers, which may be due to some fibrils breaking during the stretching. The fibrils misorientation width Bϕ has showed a similar behavior, i.e., decrease with increasing stretch ratio with a limiting value at 1.75% of the strain, which indicated a good change in the orientation of the fibrils during the first stage of the stretching. However, both the value of lf and Bϕ increased as the fibers was continually stretched. It is probable that at high strains, some amorphous phase coverts to the crystal phase and causes the increase of average length fibrils; however, at the same time the fibrils may break, resulting in an increased width of the misorientation.
| Parameter | Kevlar 29 | Kevlar 129 | |||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|
| Strain | Strain | ||||||||||
| 0% | 0.5% | 1.75% | 3% | 5% | 9% | 0% | 0.5% | 1.75% | 3% | 5% | |
| Fibril length lf (nm) | 213 | 199 | 145 | 157 | 167 | 205 | 1076 | 1013 | 943 | 1025 | 1038 |
| Misorientation Bϕ (deg) | 13.6 | 13.5 | 10.5 | 10.8 | 11.8 | 14.4 | 5.18 | 4.98 | 4.26 | 4.61 | 6.18 |
| Long period L (nm) | 8.8 | — | |||||||||
For Kevlar fibers, the (200) plane is often used for evaluating crystal orientation,22 and the full width at the half maximum (FWHM) of the azimuthal scan was adopted to simplify the calculation of the (200) orientation angle.8 Fig. 6(a) shows the azimuthal intensity profiles of reflection (200) obtained from the stretched fiber of Kevlar 129 at various strains. A Lorentzian function was used to fit the intensity profiles I(φ) of the main (200) peak:
In this study, the integrated intensity profiles of every crystal reflection were fitted using the PeakFit software. Fig. 7(a) shows a representative WAXD profiles with the fitting result. Fig. 7(b) and (c) show the crystallinities and crystallite size of Kevlar 29 and Kevlar 129 obtained at various strains. It was clearly seen that the crystallinity and crystallite size first decreased at low strains (<1.3% for Kevlar 29 and <1% for Kevlar 129), which agreed with the decreasing fibrils length of SAXS analysis. As the stretch ratio increased continually, the crystallinity was observed to be increased, which is attributed to some chains from the amorphous phase being converted to the crystal phase at high strains (>1.5% strain).18 Above 3% strain, the crystallinity of both two fibers decreased with increasing strain rate due to some broken crystals.
The tensile strength of Kevlar 129 is stronger than that of Kevlar 29, while the elongation-to-break ratio decreased. Some fraction ordered lamellae appeared in the superstructure of the Kevlar 29 fibers, while that was not observed in Kevlar 129 fibers. The fibril length and misorientation of the fibrils were calculated by the Ruland streak method from 2D SAXS patterns. The fibril length of Kevlar 129 was larger than Kevlar 29, while the misorientation of fibrils for Kevlar 129 was smaller than Kevlar 29. It was indicated that the total orientation of Kevlar 129 was better than Kevlar 29 and verified that the total orientation was an important factor for the tensile strength and modulus.
During stretching, the average fibril length and the misorientation of fibrils were found to be decreased firstly at low strains and then increased at high strains (above 1.75% strain) for both Kevlar 129 and Kevlar 29. Below 1% strain, the misorientation angle of Kevlar 29 decreased, while that of Kevlar 129 increased under stretching. It was indicated that the molecular chains tend to reorient with increasing strain and the crystal of Kevlar 29 becomes more ordered but for Kevlar 129, it was the opposite. However, at high strains, the crystal orientation increased upon stretching until at the fiber breaking point, which was agreement with the SAXS data. From the crystallinity and the average length of the fibrils, it was found that the amorphous phase can be converted to the crystal phase during stretching, but the conversion ratio was not much larger.
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