Open Access Article
Daniel W.
Weller
a,
Robert
Halbach
b,
Alexander V.
Zabula
b,
Sarah J.
Mattler
b,
Xiaodan
Gu
*a and
Carlos R.
López-Barrón
*b
aSchool of Polymer Science and Engineering, The University of Southern Mississippi, Hattiesburg, Mississippi 39406, USA. E-mail: xiaodangu@usm.edu
bExxonMobil Technology and Engineering Company, 5200 Bayway Drive, Baytown, Texas 77520, USA. E-mail: carlos.r.lopez-barron@exxonmobil.com
First published on 9th August 2023
Dicyclopentadiene (DCPD) monomer was incorporated at various levels into statistical copolymerizations with cyclopentene (CP) to determine its influence on the resulting copolymers. We characterized the thermal, viscoelastic, mechanical, and morphological changes upon adding DCPD and determined its strengthening mechanism. DCPD units formed branching points along the polymer that phase separated into glassy domains. These glassy nanodomains acted as physical crosslinks providing strength to the uncured network. Increases in copolymer elastic modulus and viscosity were proportional to DCPD content, and thermoplastic elastomer (TPE) mechanical behavior was observed with high levels of DCPD incorporation. This work demonstrates that DCPD copolymerization can be used to predictably increase the uncured strength of polypentenamers and at higher loading levels could find use as a TPE.
Polypentenamers, formed by the ring opening metathesis polymerization (ROMP) of cyclopentene (CP), are a versatile class of elastomer that first gained attention for their potential as a natural rubber replacement. Originally discovered by Eleuterio,4 and further developed by Natta et al.,5 polypentenamers can be synthesized to a primarily trans configuration using tungsten based catalysts or a primarily cis configuration using molybdenum based catalysts. Tucker et al. later showed that the thermal properties, and therefore strain-induced crystallization properties, could be vastly tuned by altering cis–trans ratios.6 High trans polypentenamer (>70% trans) has been most widely studied because its thermal properties are similar to that of natural rubber (Tm ≈ 18 °C), and it also has better abrasion resistance, processability, and can withstand high loading levels of filler.7cis-Polypentenamer has much lower melting temperature and therefore remains soft and flexible even in extreme environments, however its mechanical properties, including its ability to undergo strain-induced crystallization, are diminished.8
Dicyclopentadiene (DPCD) also undergoes ROMP with tungsten-based catalysts. DCPD differs from CP monomer in that it can ring open twice forming two branches at every linkage. When polymerized alone, DCPD forms a rigid crosslinked network. DCPD has been used industrially for reaction injection molding applications for its high modulus, impact strength, and creep resistance.9 As we have shown previously, copolymerizing CP and DCPD monomer created a branched polypentenamer rubber with increased tensile strength and modulus, but it was suspected that phase separation, not branching, caused the improved properties.10 While the previous study primarily examined the morphological differences between linear polypentenamer and branched copolymer polypentenamer with a DCPD content of 1.7%, the present work delves into a comprehensive investigation of the impact of DCPD volume fraction. Specifically, our focus lies in exploring the effects of varying DCPD content on the overall properties of the newly developed polymer as a copolymer. We synthesized and examined five different DCPD concentrations to gain insights into their influence on the rubber properties.
Branching is commonly used to tune material properties and its effects have been studied for many different chain architectures.11,12 In polyolefins, branching is known to reduce crystallinity, resulting in lower modulus and tensile strength.13,14 These effects are most obvious when short, densely packed, chains are employed.15 As the chains become longer, the branches themselves may participate in crystallization/entanglement and the properties approach those of linear polymers. We therefore concluded that the increase in mechanical performance observed in DCPD containing samples was not due to branching. Rather, nanophase separation of hard DCPD-rich domains strengthened the polypentenamer by physical crosslinking, as well as acting as a nanofiller.
Fillers such as carbon black or silica are extensively used as reinforcement in elastomers and have been thoroughly studied.16,17 Fillers are primarily used in tire formulations to increase strength, modulus, abrasion resistance and to decrease cost. The strengthening mechanism is believed to come from restricted rubber movement due to a combination of hydrodynamic effects, filler-rubber interactions, and filler–filler interactions.18
Physical crosslinking, like chemical crosslinking, connects discreet polymer chains to form an interconnected network providing improved strength, modulus, and elastic recovery. Physical crosslinks differ from chemical crosslinks in that they do not involve covalent bonds and can therefore be reprocessed at temperatures where the physical crosslinks dissociate. These types of elastomers are known as thermoplastic elastomers (TPE). TPE's are composed of polymer chains containing both hard and soft segments. The soft segments provide the elastomeric behavior while the hard segments undergo intermolecular association creating physical crosslinks. Commonly ABA triblock copolymers are used, however other types of TPE's are made with a statistical incorporation of hard copolymer. These “segmented” TPEs can contain more than 50 blocks.19
Up until now it was unclear whether the stiffening effect of DCPD was due to a nanofiller effect, or whether it was due to physical crosslinks. Herein we systematically explored the impact DCPD content has in uncured, trans-polypentenamers. We were able to observe clear trends relating DCPD content to changes in mechanical performance, thermal transitions, crystallization behavior, and morphology. This study suggests that the major strengthening mechanism is physical crosslinking. This research offers valuable insights for the development of high-strength thermoplastic elastomers using crude oil distillery by-products. These novel elastomers have immense potential for a wide range of applications, including the automotive industry (such as interior components and rubber tires) and consumer goods sector (such as appliances and toys), where specialized elastomers are in high demand.
:
4, v
:
v) was added. The obtained mixture was then precipitated in methanol and further washed with methanol three times before being dried under vacuum at 50 °C for 4 h. Yields 23–41%.
Gel permeation chromatography (GPC) was used to determine weight average molecular weight (Mw), polydispersity (Đ) and branching index (g′). A triple-detector GPC equipped with a differential refractive index detector, an 18-angle light scattering (LS) detector, and a 4-capillary viscometer was used. Three Agilent PLgel 10 μm Mixed-B LS columns were used to provide polymer separation. The polymer solutions were passed through a syringe filter prior to injection into the columns. HPLC-grade THF solvent was used as the mobile phase. The nominal flow rate and injection volume were 0.5 ml min−1 and 200 μL, respectively. The whole system including transfer lines, columns, and viscometer detector were contained in ovens maintained at 40 °C. The polymer was dissolved at 40 °C with continuous shaking for about 2 h. The dn/dc is determined with the DRI detector by assuming 100% mass recovery and the averaged value 0.1154 is used for all the PHA samples. The Mark–Houwink parameters for each sample are obtained by linearly fitting the curve log
M vs. log
IV in which the “M” is the light scattering molecular weight while the “IV” is the intrinsic viscosity corresponding to each elution volume slice. The Mw and polydispersity values reported in Table 1 are those determined by MALLS.
| DCPD (mol%) | cis/trans ratio | M w (kg mol−1) | Đ (Mw/Mn) | g′ (vis avg) | GPC mass recovery (%) |
|---|---|---|---|---|---|
| 0.0 | 18/82 | 285 | 1.85 | 1.00 | 100 |
| 0.6 | 18/82 | 346 | 2.18 | 0.96 | 100 |
| 3.3 | 19/81 | 776 | 2.15 | 0.91 | 91 |
| 6.6 | 19/81 | 1072 | 2.27 | 0.87 | 92 |
| 21.3 | 19/81 | 541 | 1.81 | 0.87 | 52 |
A dynamic mechanical analyzer RSA-G2 (TA Instruments) was used for tensile tests of dog-bone specimens (of dimensions 15 mm × 3 mm × 0.5 mm). The specimens for tensile and rheological measurements were prepared at 80 °C to avoid any crosslinking or degradation. The dog-bone specimens were stretched at a linear deformation rate of 100 μm s−1, which corresponds to a strain rate of 6.7 × 10−3 s−1. These tensile tests were carried out at room temperature and by triplicates to ensure reproducibility. The RSA-G2 is equipped with a force transducer that allows measurements of axial force as a function of strain during uniaxial deformation. The engineering stress is computed as F(t)/A0, where F(t) is the instantaneous force, and A0 is the initial cross section area of the dogbone specimen.
Differential scanning calorimetry (DSC) was used to determine glass transition temperature, melting temperature, and crystallization temperature (Tg, Tm, Tc, respectively). DSC scans were performed using a DSC2500™ (TA Instruments). Various heating/cooling rates were used to reveal different transitions. The details of each scan can be found where the data is presented below.
Rheological measurements were performed using 1 mm thick plaques of polypentenamer. Plaques were molded using a hot press equilibrated at 80 °C and subsequently cut into 8 mm discs. Dynamic frequency sweep (DFS) measurements were performed at 80 °C under nitrogen atmosphere using a strain-controlled ARES-G2 rheometer (TA Instruments™) with 25 mm parallel plate geometry. The frequency range used for the DFS measurements was 10−3 to 628 rad s−1 and the strain amplitude was 1%. Dynamic temperature ramps were performed at a constant frequency of 1 Hz with a heating/cooling temperature of 2 °C min−1, using a strain amplitude of 0.1%.
Small-angle and wide-angle X-ray scattering (SAXS and WAXS) were performed using a Xeuss 2.0 laboratory beamline (Xenocs Inc.) with an X-ray wavelength of 1.54 Å and sample-to-detector distances of 137 mm and 2.5 m, respectively. Diffraction images were recorded on a Pilatus 1M Detector (Dectris Inc.) during an exposure time of 5 min. 2D images were then loaded into IgorPro™ and analyzed using the Nika software package.24,25 Percent crystallinity was calculated using the multipeak fitting function in IgorPro™ to deconvolute the amorphous and crystalline contributions to the 1D WAXS scattering intensity according to eqn (1).
![]() | (1) |
The long period (Lp), in this case representing the lamellar thickness (amorphous + crystalline), was found from Kratky plots (I × q2vs. q). By plotting the data in this fashion, qmax is easily determined and used to calculate the long period from the equation Lp = 2π/qmax.26
Morphologies of the polypentenamer rubber samples were examined using a bimodal AFM (Cypher, Asylum Research). The specimens for AFM analysis were prepared by cryo-facing at −120 °C using a cryo-microtome (Leica). Bimodal AFM, where the cantilever-tip ensemble is simultaneously excited at two eigenmodes, was used to deliver enhanced contrast.27,28
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| Fig. 1 Chemical structures of polypentenamers made only with CP monomer (linear) and those made with a copolymerization of CP and DCPD monomer (branched). | ||
Fig. 2a shows the remarkable effect of DCPD on the green strength of the PPR copolymers. The linear sample with no DCPD showed typical tensile behavior of an uncured rubber, namely, a drop in tensile stress at small strains and no strain hardening. But with increasing amounts of DCPD we observed increases in strength and modulus. At 6.6% DCPD tensile strength was greatly improved while remaining highly stretchable. Note that the maximum strain achievable in the AR-G2 instrument is ∼865% and, therefore, the arrows in Fig. 2a indicate that the maximum stretch before break was not reached and further deformation was possible. For the sample with 21.3% DCPD rupture occurred earlier in the stretch (≈450%) indicating that at such large DCPD content, the rubber samples become brittle.
Fig. 2b shows a detail of representative stress–strain curves up to 5% of strain. In this region, the modulus of each polymer can be seen more easily and demonstrates the stiffening effect of DCPD. The modulus of each polymer (taken at 2% strain) is plotted in the inset. A sharp increase in modulus was observed going from 0% to 0.6% DCPD, after which modulus increased with DCPD content in a near linear fashion. Note that at such low strain, differences in MW should not influence the modulus.31
Further testing of the 6.6% DCPD polymer revealed good cyclic tensile response. Fig. 2c shows a strain cycling experiment used to evaluate the elastic properties of the sample at 25 °C. After the first stretch to 200% strain the sample achieved 87% recovery. After the second stretch the sample showed a 97% recovery. Compared to general purpose elastomers, the hysteresis loss is large, but significant recovery after strain shows that the polymers must be physically crosslinked.
Three mechanical parameters, namely, top load (stress at 200% strain), set (residual strain after unloading step of a cycle) and the energy loss (computed as the area between the load and unload stress–strain curves in a cycle), were computed for each cycle and plotted as a function of cycle number in Fig. 2(d). It is clear that, although the typical fatigue effect (decrease in top load and increase in set) is observed after multiple cycles, the strain recovery is maintained at high levels. Moreover, the drop in hysteretic energy loss after the first cycle indicates that most of the structural damage (e.g., network breakage) occurs during the first cycle, whereas subsequent loading-unloading cycles produce minimum damage.
Note that the melting temperature of this sample (−7 °C) is much lower than the temperature at which the tensile measurements were carried out, whereas the melting temperature of the homopolymer (0% DCPD) is much higher (9 °C). The fact that the uncured homopolymer did not show any sign of strain-induced crystallization (SIC) gives us confidence that the elastic response in the copolymers is not due to SIC, as all the copolymers have lower melting temperature than he homopolymer. To further confirm this fact, we carried out cyclic tensile test of the 6.6% DCPD polymer at 50 °C (67 °C above its melting temperature). At this temperature, SIC is unattainable; however, the sample showed softer but still elastic response under cyclic loading.
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| Fig. 3 AFM images of hard nanodomains in polypentenamer matrix at (a) 0.6% DCPD, (b) 3.3% DCPD, (c) 6.6% DCPD, and (d) 21.7% DCPD. | ||
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| Fig. 4 Thermal properties of copolymers (a) DSC heating and cooling curves at 10 °C min−1. (b) Thermal transitions as a function of DCPD content. | ||
Evidence of cold crystallization in the heating scan of the 6.6 mol% sample (as indicated in Fig. 4a) prompted further thermal analysis using dynamic mechanical thermal analysis (DMTA). For this test the samples were loaded in the rheometer in the melt state (at 50 °C) and rapidly cooled down (at a cooling rate of 60 °C min−1) to −120 °C, before starting the dynamic temperature ramp to 150 °C at 2 °C min−1. Cold crystallization was evident in the DMTA data for the 3.3 and 6.6 mol% samples, as seen in Fig. 5a. The substantial decrease in storage modulus (G′) marks the glass transition of the polymer. The subsequent increase in G′, observed in the 3.3 and 6.6 mol% samples, was a result of polymer crystallization occurring after the polymer chains gain mobility. Further temperature increase led to melting of the crystals, manifested as the second drop in G′. A full description of the DMTA including G′′ values are provided in Fig. S2.† The cold-crystallization phenomena was verified by DSC measurements using a rapid cooling rate (60 °C min−1) and a slower heating rate (2 °C min−1) as shown in Fig. 5b. Cold crystallization in high DCPD content samples confirms that DCPD slows the kinetics of crystallization, reinforcing the correlation between DCPD content and decrease in chain mobility.
δ curves, calculated as tan
δ = G′′/G′. Higher DCPD content polymers had lower tan
δ values because they could store energy more effectively as the chain relaxation processes are hindered. The crossover frequency (tan
δ = 1) is the point where the viscus and elastic components of a material viscoelastic response are equivalent. The two polymers with the highest DCPD content never reach the crossover frequency, demonstrating primarily elastic behavior across all measurable time scales.
The same data can be plotted as complex viscosity as defined as |η*| = |G*|/ω. Complex viscosity gives a good description of the material's overall resistance to flow, assuming that the Cox-Merz rule is obeyed.26 As can be seen in Fig. 7a, the low frequency viscosity increases with DCPD content, indicating improved melt strength. All samples showed shear thinning behavior with viscosities that converge at high shear rates. In this region the test primarily probes local chain dynamics, and the influence of overall chain topology disappears. At slower shear rates we begin to probe the dynamics of larger chain segments. In this region only the linear sample approaches a zero-shear-rate viscosity plateau, whereas all branched samples exhibited an apparent yield stress (ever increasing viscosity at low shear rate).
The DFS data was reorganized in a van Gurp–Palmen (vGP) plot (Fig. 7b), a plot commonly used to determine topological differences in polymer architectures.36 In this plot, phase angle (δ) is plotted as a function of the complex modulus (|G*|). A monotonic decrease of δ with |G*| typically indicates linear polymer architecture, whereas inflection points or peaks suggest branched architectures. Phase angle refers to the phase shift between max stress and max strain in an oscillatory experiment. Purely elastic materials have a phase shift of 0°, as max stress occurs at maximum strain. Alternatively, purely viscous materials have a phase shift of 90°, as max stress occurs at 0 strain where velocity is highest. From this plot it is again apparent that DCPD content increases both the branching and the elastic behavior of the material.
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| Fig. 8 Fusion of enthalpy comparison after 1 hour annealing at −50 °C to allow full crystallization. | ||
To gain further understanding on the crystallization behavior, WAXS was used to measure crystalline content as a function of temperature. In agreement with the DSC data, we observed that at high levels of DCPD, crystallinity is essentially arrested even at very low temperatures. This can be seen from the comparison of 1D scattering plots taken at −60 °C as shown in Fig. 9a. At this temperature, a sharp decrease in crystallinity occurs between 3.3% and 6.6% DCPD content. This indicates a critical DCPD content may exist, above which a drastic reduction in chain mobility occurs that prevents crystallization. Prior to this critical concentration crystallinity appears largely unchanged, exhibiting almost identical crystalline peak positions with only a slight reduction in intensity.
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| Fig. 9 (a) 1D WAXS plot comparison of polymers with varying DCPD content. All scans taken at −60 °C. (b) Effect of DCPD incorporation on crystalline content with respect to temperature. | ||
A quantitative description of % crystallinity is possible using the above data by deconvoluting the peaks and comparing the scattering intensity from crystalline and amorphous source (Fig. 9b). At T > Tm, specifically at 20 °C, all polypentenamers were fully amorphous. At lower temperatures, greater crystallization occurs in samples with less branching. The three samples with the lowest DCPD content underwent rapid crystallization (with respect to temperature) between 0 and −20 °C. As temperature was further decreased, crystallization continued but at a slower rate. Interestingly, nearly all of the differences in crystalline content occurred at the onset of crystallization, between 0 and −20 °C, below this temperature all samples crystallized quite similarly. This suggests that crystallization occurs in two distinct phases. Phase 1, where chain mobility aids in greater crystallization by enabling large scale rearrangement. And phase 2, where chain mobility is restricted due to newly crystalized regions and crystalline growth comes from local rearrangements. A more thorough description of how we calculated degree of crystallinity as well as the 2D raw scattering data for all measurements are included in Fig. S3–S5.†
Using SAXS, we were also able to see changes in crystalline structure. We observed that DCPD content increases the long period (Lp) which represents the total thickness of both amorphous and crystalline domains (Fig. 10). Increases in Lp are likely due to a thickening of the amorphous domain, because DCPD reduced crystallinity. Decreases in Lp at lower temperatures are a result of thermal contraction as well as increased crystallinity. Lp was calculated from Kratky plots and converting the q value at peak intensity to real space. These calculations can be found in Fig. S6–S10.†
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| Fig. 10 SAXS analysis of long period (Lp), in this case representing the sum of amorphous and crystalline thicknesses. | ||
The change in properties with DCPD cannot be explained by branching, nor by a filler effect. This study suggests that physical crosslinking in the phase segregated DCPD-rich domains is responsible for the changes. The first piece of evidence for this claim comes from AFM, which showed increasing hard nanodomains with DCPD content. The second came from tensile testing which showed high elastic recovery in an uncrosslinked system. Neither branching nor fillers could accomplish this.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d3lp00076a |
| This journal is © The Royal Society of Chemistry 2023 |