SOUT-JH 72-0447 JOURNAL OF POLYMER SCIENCE: PART A-2 VOL. 10, 1135- 1143 (1972) Melting Behavior of Polyethylene Crystallized in a Pressure Capillary Viscometer JOHN H. SOUTHERN* and ROGER S. PORTER, Polymer Science and Engineering, University of Massachusetts, Amherst, JIll assachusetts 01002 aud H. E. BAlR, Bell1'elephone Laboratories, Murray Hill, New Jersey 07974 Synopsis The melting of various polyethylene structures is compared by using data obtained on the Perkin-Elmer differential scanning calorimeter (DSC). Transparent, high-density samples crystallized under both orientation and pressure in the Instron capillary rheometer are compared with samples crystallized from dilute solution by stirring and with samples crystallized under high pressure. The latter two structures are assumed to contain extended-chain crystallites. By comparison, the melting points and the superheatability of the Instron samples are consistent with the presence of an extended-chain crystal component. The melting of irradiated samples crystallized in the rheometer is also observed to be consistent with this conclusion. In addition, DSC data are compared with the melting points defined with a polarized light microscope equipped with a hot stage. Introduction Transparent, orystalline strands of high-density polyethylene have been produced in the Instron capillary rheometer under the combined effeots of pressure and orientation. 1 - 5 At temperatures in the vicinity of the atmospheric melt transition, the polyethylene is crystallized in the rheometer barrel and capillary entranoe region and subsequently forced into the relatively narrow capillary under the maximum pressure available, approximately 1900 atm. This forced extrusion of the semicrystalline mass results in a reorganization of the structure into one having a high degree of both crystalline perfection and orientation. Recent microscopy and electron-diffraction studies4 indicate the presence of both chain-folded lamellae and extended-chain crystal structures in the strands produced in the rheometer capillary. The primary subject presented herein is the analysis of the thermal data obtained on the strands with the Perkin-Elmer differential scanning calorimeter (DSC), Modell-b. The polyethylene used to form the strands is, in all cases, duPont Alathon 7050 having weight-average and number-average molecular weights of 52,500 and 18,400, respeotively. However, other commercial high-density * Presellt address : Nylou Research, Monsallto Company, Pell~ acola, Florida 23502. 1135 © 1972 by Johu Wiley & :::ions, Iuc. AUG 281972 j SOUTHEH , POHTER , AND BAlli 1136 TABLE I Conditions for the Formation of the Instron Strands Samples used in figure: Temperature,OC Plunger velocity, em/min 1 2 and 5 136 132 5. 0 0.5 Capillary dimen~ions Diameter, em Length, em 0.0508 0 .0762 2 . .5.5 2 .34 Entrance angle 90° 90° polyethylene samples produced similar results, so that the phenomena apparently apply to high-density polyethylenes in general. The relevant sample formation conditions for the Instron capillary rheometer can be found in Table I. The data obtained include the melting points as well as the melting point values as a function of the heating rate. These melting points are compared with literature values obtained on specimens of pressure-crystallized extended-chain crystallites6 •7 and stirrer-crystallized "shishkabob" structures. 8 - 10 The comparative evidence is consistent with the presence of an extended-chain component in the Instron strands. DSC results obtained on irradiated strands are presented in order to define the possible existence of multiple structures in the strands. In addition, birefringence measurements are obtained, by use of a Mettler hot stage mounted on a polarized light microscope, in order to study the final melting of the most perfect crystallites in the strands. From the birefringence information and a supporting DSC study on paraffins, conclusions are made concerning the definition of the melting point from fusion curves observed on the DSC. Melting Behavior A series of DSC fusion curves on separate samples provides the melting point as a function of heating rate for the Instron strands. The high melting points (defined from the fusion curve peak values) as well as the tendency to superheat, can pe observed in Figure 1. This latter effect is indicated by the increase in the melting point as the heating rate is elevated. All DSC values are corrected for instrumental thermal lag. 11 The samples produced at 136°C2 have the highest melting points so far observed for the structure resulting from the Instron procedure. The high melting point of the Instron-prepared samples as well as their tendency to superheat ar~ properties that have been previously attributed for other samples to the presence of extended chains in a polyethylene crystal structure. 12 It is relevant to compare the data in Figure 1 with those obtained with the DSC on various well-defined polyethylene structures. The melting point values shown in Figure 1 are found to be distincly higher than those predicted by a chain-folded model, as is indicated by the following comparison of these Instron samples with a known chain-folded structure. Singlecrystal mats having a 278 ± 30° A low-angle x-ray spacing have been grown by crystallizing at 90°C from a dilute solution of polyethylene in xylene, 1 MELTING OF POL YETHYLE E 1137 14 5 .u ~14 0 ~ t9 z f- ---.l ~ 135 13~------~5 ~D~----~1~ O~O------1~5~O----~20 ~.O DSC HE ATING RAT E:C/MIN. Fig. 1. Effeet of heating rate on peak melting point of transparent portion of strands formed at 5 em/ min and 136°C. followed by annealing for a period of 570 hr at 128 ± l°C.13 Within instrumental precision, this x-ray spacing is comparable to the rather small average spacing of 230 it obtained 14 for the Instron strands. The singlecrystal structure has a melting point of 136.9°C, as determined from the peak value of the fusion curve measured at a DSC heating rate of 10°C/min, whereas the Instron sample has an apparent melting point of 142.8 ± O.4°C at the same heating rate, as can be seen by the appropriate point in Figure 1. It should be noted that the single-crystal sample, crystallized by means of thermal treatments alone, has a greater crystalline content (94% versus 83% for the Instron sample), a higher weight-average molecular weight (153,000 versus 52,500), and is crystallized directly from dilute solution, rather than from the melt. All of these factors would result in a higher melting point for the single-crystal mats 13 ,15,16 relative to the strands crystallized in the Instron rheometer, assuming that the measured low-angle spacings can be considered as an indication of similar crystal fold periods. Thus it is necessary to explain the 142.8°C melting point observed for the Instron sample in terms of a crystal structure different from tpe conventional chain-folded model that definitely holds for the single-crystal samples. The 5.9°C increment of the Instron strand relative to a purely chainfolded structure having approximately the same low-angle spacing is a primary reason for the assertion of an extended-chain crystalline component in the Instron strands in addition to the chain-folded component that produces the 230 it low-angle x-ray spacing. A DSC trace of a pressure-crystallized extended-chain structure, having a peak melting point of 138°C at a heating rate of 8°C/min, has also been reported.6 It is of interest to compare this with the melting point for the structure crystallized in the Instron apparatus. The maximum pressure 1138 SOUTHERN, POHTER, A D BAIR used in the Instron procedure is less than 2000 atms, whereas the static pressure required to produce an extended-chain crystal is at least 3000 atms when pressure is the only driving force. 7 A melting point value for the Instron strand is interpolated from Figure 1 to be 142.4°C at the same heating rate. Hence, the magnitude of the melting point for the Instron sample is some 4°C greater than that of a known extended-chain structure. This increment is not significantly attributable to the liability of the DSC to maintain the sample at the programmed temperature due to the difficulty of conducting heat into the cylindrical sample at the relatively rapid heating rates. Presumedly, an extended-chain crystal structure can also be formed from crystallization of the polyethylene by shearing a dilute solution. 9,17 A shishkabob structure crystallizes which is believed to contain an extended-chain crystallite backbone that has nucleated epitaxial chain-folded lamellae. A DSC trace of such a polyethylene structure yields a peak melting point of approximately 128°C with a high-melting tail that returns to the base line at 135°C at a heating rate of 5.0°Cjmin.8 The high-melting tail is believed to represent the melting of the extended-chain crystallites. Other researchers have observed high-melting-point tails for the shishkabob structures at temperatures as high as 147°C on the DSC at a heating rate of 5 b Cjmin. 10 This melting behavior can be compared with the single relatively sharp fusion curve that peaks at 14O.8°C as obtained from the Instton strand melting at the same heating rate. The lack of a high-melting-point tail for the DSC fusion curves of the Instron strands may be significant; however, no explanation is proposed at this time. Conditions providing a sufficient amount of time to remove the superheating effect are obtained on the Mettler hot stage, where final melting is observed at a temperature of 134.5°C for Instron strands. This is comparable to a 134.1°C final melting point for the shishkabob structure under equilibrium conditions. 10 The low melting point under equilibrium conditions for a presumedly extended-chain crystal structure has been attributed to imperfections within the structure. 10 Thus the comparative studies of melting point values of the Instron strands with those of purely chainfolded samples, pressure-crystallized extended-chain structures, and the shear-crystallized shishkabobs (supposedly containing both extended-chain and chain-folded crystallites) have consistently implied that a model having an extended-chain crystal component provides a likely explanation for the melting behavior of the Instron samples. To define further the melting behavior of the Instron skands, the shape of a typical fusion curve is shown in Figure 2. The lowest DSC heating rate of 0.625°Cjmin is chosen in order to minimize superheating. The fusion curve initially departs from the base line at 131.6°C and returns at 136.4°C. This melting range of less than 5°C indicates an unusually narrow distribution of crystallite perfection for a polyethylene crystal structure; however, this may be an artifact resulting from the highly constrained nature of the crystal structure. 4 Furthermore, it is believed that the electronics of the DSC are so arranged and the standard calibration is so per- MELTI G OF POLYETHYLE E 1139 ~r dt I HEATING RATE =062 S"ClMIN TEMPERATURE SCAL E. ·C I 132 134 I I I I DSC Tp _ 135.4"C 136 1 BIREFRINGENCE TFINAL=1370 ·C Fig. 2. Fusion cmve of transparent segment obtained on differential scanning calorimeter calibrated by optical procedmes. formed that the melting point defined from the peak value of the fusion curve for a structUl'e having a graded degree of crystal perfection, such as OCCUl'S in all polymers, more nearly approximates the temperature at which the majority of the crystallites melt rather than the temperatUl'e at which the final crystallites melt. In support of this hypothesis, the temperature scale of the Mettler hot stage is calibrated with the same standard samples (Fisher thermetric standard adipic and benzoic acid) used to calibrate the DSC trace obtained in Figure 2. The temperature at which birefringence due to the crystal value of the DSC trace obtained on the same standards. With such a correlation, it is possible to place the melting point determined from birefringence (Tfina l) on the same scale as the DSC fusion curve. This is shown in FigUl'e 2 by using a duplicate . ample of that melted in obtaining the fusion curve. T final is 137.0°C, significantly higher than the melting point of 135.4°C defined from the DSC fusion curve. The conclusion from this data is that the Instron. strands have a small amount of relatively perfect crystallites that have not melted at 135.4°C, the temperature at which the CUl've returns to the baseline. It is of interest that electron-diffraction studies indicate a nearly perfect cry. tal structure only in the inner core of the Instron strands. 4 Indeed, it is possible that this structure constitutes the high-melting material detected only by the birefringence measurement of the melting process. Paraffin Study With the DSC, fillal melting is usually assumed to occur at the peak value of the fusion curve. However, the results of the above birefringence measurement, as well as an accompanying study of a paraffin hydrocarbon indicate that melting occurs after the peak temperature. An explanation is provided in the results of the paraffin study. During fusion, a thermal lag develops in the differential scanning calorimeter between the sample and the sample container. In Figure 3, the proper melting temperature for the n-paraffin C94H190, is located by correcting the peak temperature, point B, for thermal lag by drawing a line through B with the slope determined from the melting of a high pUl'ity Indium standard, and reading the temperature at the point A, where line AB inter- 1140 SOUTHERN, PORTER, AND BAIR B I , ,, 2mcal/sec 1 / 1 / 1 /. / / --~=---=-:-::- 105 - - ---- I I , I --i -C-o-""':E=----- 110 115 TEMPERATURE °C 120 Fig. 3. Fusion curve of n-Cg<H\vo. sects the baseline. u .l3 Point C is the projection of B onto the bl;l.seline. In contrast to this typical melting behavior, it can be shown that melting occurs beyond the melting peak for chain-folded cyrstals. The region BCE under the curve in Figure 3 normally represents the energy required by the sample to catch up to the programmed temperature of the calorimeter after termination of melting. The area under this curve is theoretically the same for samples of similar heat capacity and mass. However, in Figure 4 the area BCE' under the trailing edge of the melting curve for solution-grown polyethylene single crystals extends beyond the terminating edge of that of the n-paraffin which has been depicted by the dashed line BD in Figure 4. Points A and C are defined as in Figure 3. Since equal amounts of material (1.20 m~) are melted at lOoe/min in each case, and both samples have similar specific heats and apparent heats of fusion, it is concluded that the polymer crystals melt over a wider temperature interval, including temperatures as high as D', rather than up to the point C (typical for paraffins). Point D' is given by the projection of the linear portion of BE' onto the baseline. On the basis of the area BDD', the fraction of crystals which melt beyond the peak temperature is 18%. Therefore, in MELTING OF POLYETHYLE E 1141 POL YE THYLENE SINGLE CRYSTALS 8 T , 105·C n-HEXADECANE I 2mcal/se 1 I ________________ _ __ ,_ A \ 110 120 TEMPERATURE °C _ : I .JI _ _ ....1 -""I CDD'E' 130 Fig. 4. Fusion curve of polyethylene single crystals grown from solution in n-hexadecane at 105°C. bulk-crystallized samples, where larger variations in lamellar thicknesses are probable, a substantial amount of melting may occur after the melting peak. This phenomenon will influence the slope of the trailing edge of the melting curve and should be remembered in defining the melting behavior from DSC traces. Because of its reproducibility, the fusion-curve peak value (corrected for thermal lag) is arbitrarily defined for the data presented here as the melting point. Irradiated Samples Previous researchers have found that irradiation of polyethylene results in crosslinks that effectively prevent the reorganization of the crystal structure during melting. For example, the multipeak fusion curve often obtained for single-crystal samples is reduced to a single peak on irradiation of the samples; furthermore, this single peak is usually in the vicinity of the initial peak of the un irradiated specimen. 13 The melting behavior of the Instron strands is compared for samples that have been exposed to 0, 50, and 80 Mrad (Fig. 5). In contrast to the results obtained with single crystals, the fusion curves of the Instron strands are resolved from a single peak into at least two peaks. Such a phenomenon has also been observed for the melting of irradiated samples of the shishkabob structure and definitely indicates a discontinuity in the structure produced in the Instron rheometer. The lower melting peak of the irradiated strands may result from a less oriented crystalline component. It is of interest to note that a SOUTHERN, PORTER, AND BArn 1142 ~i dt I ~.o MRAD T =1390·C p L>H=495caLlg. 5.0 MRAD -------7 i' Tp~ 138.5 DC ' L>H =49.6 caUg , . : : HEATING R ATE~5.o°C/MIN . .. ;," TEMPERATURE , ·C .' ,/ 8 .0 MRAD Tp =139.5°C ~ : ,: ,.,: \ : I ' I ·. L> H ~ 47.ocal /g I ·· I ·· I I I 132 136 14.0 Fig. 5. ElTect of radiation on fusion curves of transparent segments produced in the Instron rheometer. rise in melting point as a function of orientation has been previously discussed in studies relating to natural rubber.16 Alternatively, the appearance of the t.wo fusion peaks during the melting of the strands may be the direct result of different degrees of crystalline order, the existence of which has been indicated by electron diffraction data. 14 Research in other laboratories17 has shown that dual-peak endotherms can be obtained from irra~ diated polyethylene samples held at a fixed strain while melting. The higher peak value so obtained is attributed to a fibrillar structure consisting, at least in part, of extended-chain crystals. The dual pea,k of the fusion curves of the irradiated strands is a function of the crystal structure existing prior to irradiation and is not due to the destruction of crystallites. Tbis is borne Qut by the approximately equal heats of fusion for the unirradiated sample and those irradiated at the doses as high as 50 Mrad (see Fig. 5 for confirmation). The lack of temperature drop in the high melting peak of the irradiated relative to the unirradiated samples is also consistent with this observation. There may be some crystallite destruction at the higher irradiation levels, as evidenced by the slight drop in the heat of fusion of the samples irradiated at 80 Mrad (Fig. 5). Conclusion The thermal data have been collected in order to emphasize the unusual melting behavior of the Instron strandsj that is, the relatively high, sharp melting points, the apparent superheatability, and the multipeak fusion curves on irradiation. The comparison of these properties with those of known structures in the literature is considered to be of definite use ~ developing a structural model for the Instron strands. This comparison implies the existence of an extended-chain crystal component in the transparent Instroll strands. Tbe presence of an extended-chain crystalline component has recently been confirmed by using electron-diffraotion techniques. 4 I I MELTING OF POLYETHYLENE 1143 References \ 1. J. H. Southern and R. S. Porter, J. Macromol. Sci.-Phys., B4, 541 (1970). 2. J. H. Southern and R. S. Porter, J . Appl. Polym. Sci., 14,2305 (1970). 3. C. R. Desper, J. H. Southern, R. D. Ulrich, and R. S. Porter, J. Appl. Phys., 41, 4284 (1970). 4. R. G. Crystal and J. H. Southern, J. Polym. Sci. A-2, 9, 1641 (1971) . .5. A. K. van der Vegt and P. P. A. Smit, Adv. Polym. Sci., London, Monograph 26, 313 (1967). 6. D. V. Rees and D. C. Bassett, J . Polym. Sci. B, 7,273 (1969). 7. B. Wunderlich and T. Arakawa, J. Polym. Sci. A, 2,3697 (1964). 8. T. Kawai, K. Ebara, and H. Maeda, Kolloid-Z. Z. Polym., 229,168 (1969). 9. A. J . Pennings, Proceedings of the International Confprencc on Crystal Growth, Boston, Pergamon Press, Oxford, 1966, p. 389. 10. B. Wunderlich, R. lVL Cormier, A. Keller, and M. J. Mackin, J. Macromol. Sci.Phys., Bl , 93 (1967). 11. Perkin-Elmer Corporation, Thermal Analysis Newsletter, No.5, Norwalk, Connecticut. 12. E. Hellmuth and B. Wunderlich, J. Appl. Phys., 36, 3039 (1965). 13. H. E. Bair, T. W. Huseby, and R. Salovey, in Analytical Calorimetry, R. S. Porter and J. F. Johnson, Eds. Plenum Press, New York, 1968, p. 31. 14. C. R. Desper, private communication (1970). 15. T. W. Huseby and H. E. Bai.r, J. Polym. Sci. B, 5, 265 (1967). 16. H. E. Bair and R. Salovey, J. Macromol. Sci.-Phys., B3 ,3 (1969). 17. R. B. Williamson and R. C. Novak, J . Polym. Sci. B, 5,147 (1967). The contribution from the University of Massachusetts by J.H.S. and R.S.P. was supported by National Science Foundation Grant. GK 22837. Received August 20, 1971 Revised December 9,1971
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