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DYNAMIC MECHANICAL SPECTRA OF PET/PEN ... - Centrum Textil

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Militký<br />

<strong>DYNAMIC</strong> <strong>MECHANICAL</strong> <strong>SPECTRA</strong> <strong>OF</strong> <strong>PET</strong>/<strong>PEN</strong> FIBERS<br />

J. Militký, A. P. Aneja<br />

ABSTRACT<br />

The modification of <strong>PET</strong> fibers is still very attractive for preparation of specialty materials.<br />

Modifying component has influence on the structure and properties of fibers but it is very<br />

complicated to separate influence of chemical composition from influence composition<br />

from influence of technological parameters. The main aim of this work is investigation of<br />

<strong>PET</strong>/<strong>PEN</strong> fibers dynamical mechanical spectra. The influences of <strong>PEN</strong> on the tensile<br />

mechanical properties are investigated as well. Results are compared with data for pure<br />

<strong>PET</strong><br />

1. INTRODUCTION<br />

The polyethylene 2,6 naphtalate (<strong>PEN</strong>) is relatively new polyester having rigid naphthalene<br />

ring in its backbone on the market. This polyester exhibit higher glass transition Tg (about<br />

123 0 C), higher crystallization temperature (194 0 C) and higher melting point (270 0 C) than<br />

<strong>PET</strong>. The elastic modulus of crystalline regions of <strong>PEN</strong> in direction parallel with chain axis<br />

is 145 GPa. This is about 40% higher than corresponding modulus for <strong>PET</strong> 108 GPa [6].<br />

Blends of <strong>PET</strong> and <strong>PEN</strong> have been attracting increasing interest because they combine the<br />

superior properties of <strong>PEN</strong> wit the economy of <strong>PET</strong>. Mixture of these polyesters form due to<br />

transesterification during melts processing random copolymers. The glass transition<br />

temperature of <strong>PET</strong>/<strong>PEN</strong> increases linearly with volume fraction of <strong>PEN</strong> [4]. It is therefore<br />

possible to control properties connected with Tg by including of <strong>PEN</strong> to <strong>PET</strong>. The addition<br />

of <strong>PEN</strong> improves gas barrier properties as well [3].<br />

The main aim of this work is utilization of thermo analytical methods for investigation of<br />

<strong>PET</strong>/<strong>PEN</strong> fibers. The thermo mechanical analysis is applied for investigation of influence of<br />

temperature on dynamic and loss modules. The influences of <strong>PEN</strong> on the tensile mechanical<br />

properties are investigated as well. Results are compared with data for pure <strong>PET</strong>.<br />

2. PROBLEMS <strong>OF</strong> <strong>PET</strong> FIBERS MODIFICATIONS<br />

Main activities in the development of synthetic fibers are in the area of the physical and<br />

chemical modifications. In this section the general aspects of fiber modifications focused to<br />

the polyester fibers are discussed. The term „modification“ is used to designate a deliberate<br />

change in composition or structure leading to an improvement in some fiber properties. The<br />

main aim of modification can be:<br />

•To obtain new properties, such as affinity for cationic dyes,<br />

•To enhance some positive properties, such as resistance to ultraviolet radiation,<br />

•To suppress some negative properties, such a reducing the pilling tendency.<br />

In spite of the great number of existing modification methods no consistent classification is<br />

available at yet. From the general viewpoint, however, it would appear advisable to classify<br />

the modification methods by the production steps at which they are applied. The following


Militký<br />

classification scheme results [2]:<br />

1. Modification in course of polymer preparation<br />

• Preparation of copolymers,<br />

• Using additives,<br />

• Reducing the molecular mass.<br />

2. Modification in course of fiber preparation<br />

• Drawing and setting conditions readjusting,<br />

• Speed of spinning changing,<br />

• Texturing,<br />

• Cross section geometry changing,<br />

• Fineness changing,<br />

• Bi-component and multi-component fibers production.<br />

3. Modification applied to commercial fibers<br />

• Grafting,<br />

• Plasma etching,<br />

• Controlled surface destruction.<br />

4. Combined modification<br />

(e.g. hollow microporous copolyester fibers containing additives)<br />

Details about these modifications are summarized in the book [2]. The description of<br />

modification effect on fiber properties is complicated by the fact that modification affects<br />

not only fiber structure and fiber properties but also conditions of fiber preparation. The<br />

main problems can be summarized to the following points:<br />

• It is difficult to measure structural parameters directly influencing given property (tie<br />

chain)<br />

• The properties are distinctly dependent on chemical composition of fibbers (chain<br />

flexibility)<br />

• Structural parameters are measured in static state whereas properties are usually<br />

determined in a dynamic state<br />

• Structure is changed during the measurement of some properties<br />

Influence of commoner on fiber properties can divided to the following categories<br />

A. Commoner has no effect<br />

B. Commoner has indirect effect<br />

C. Only the commoner amount matters (equilibrium melting point)<br />

D. It is the type of commoner that matters (Tg, dyeability)<br />

E. Commoner type and concentration have effect simultaneously<br />

Modification generally affect on the other technologically important characteristics as<br />

technology of fiber preparation, molecular mass of melt, degree of melt degradation and


Militký<br />

rate of crystallization. It is therefore difficult to separate effect of chemical modification<br />

from modification of technological parameters. Effect of combined physical and chemical<br />

modification on the basic structural characteristics and dyeability of modified fibers is<br />

described in the [1].<br />

3. <strong>PET</strong>/<strong>PEN</strong> FIBERS AND THEIR PREPARATION<br />

It is known, that introduction of even low level of 2,6,naphthalene units in place of<br />

terephtalate moieties acts to disrupt crystallinity, increase Tg, improve static chain packing,<br />

and decrease local segmental mobility in the amorphous phase of copolymers. These results<br />

are supported by the geometrical structure of the two units (see fig.1)<br />

O<br />

C<br />

O<br />

C<br />

O<br />

C<br />

O<br />

C<br />

0.8 nm<br />

0.57 nm<br />

A<br />

B<br />

Fig. 1 Dimensions of 2,6 naphthalene (A) and terephtalate (B) units<br />

The molar volume of <strong>PEN</strong> V <strong>PEN</strong> = 182.4 cm 3 /mol is higher than molar volume of <strong>PET</strong> V <strong>PET</strong><br />

= 144 cm 3 /mol. The amorphous density of <strong>PEN</strong> ρ a<strong>PEN</strong> = 1327 kg/m 3 is lower than<br />

amorphous density of <strong>PET</strong> ρ a<strong>PET</strong> = 1333 kg/m 3 . The crystalline density of <strong>PEN</strong> ρ c<strong>PEN</strong> =<br />

1407 kg/m 3 is lower than density of <strong>PET</strong> ρ c<strong>PET</strong> = 1440 kg/m 3 .<br />

The 2,6, naphthalene unit is substantially larger and does not fit into the unit cell of <strong>PET</strong>.<br />

The bulky kinked 2,6 naphtalene units in <strong>PEN</strong> are much less mobile than the terephtalate<br />

units. Amorphous phase free volume and local segmental mobility are reduced due to <strong>PEN</strong><br />

presence. At the temperatures around 60 0 C or higher the motion of rigid naphthalene ring<br />

occur. One possible motion is hindered rotations of the naphthalene rings about the<br />

backbone. Another possible motion is interlayer slippage of the naphthalene rings. During<br />

the deformation of <strong>PEN</strong>, the naphthalene rings are rapidly aligned parallel to the surface of<br />

the fibers and also occurs at highly localized regions. The subsequent slippage can leads to<br />

necking behavior during deformation. The naphthalene portions exhibit higher creep<br />

compliance.The fibrous samples having various content of <strong>PEN</strong> were prepared under<br />

comparable conditions. Basic characteristics of these samples are given in the table I.<br />

Table I Basic characteristic of <strong>PET</strong>/<strong>PEN</strong> samples<br />

Sample <strong>PEN</strong> content Intrinsic Boiled water Dry air-180 0 C<br />

[%] viscosity shrinkage [%] shrinkage [%]<br />

A 0 0.625 0.4 2.7<br />

B 5 0.56 1.4 4.7<br />

C 10 0.586 1.2 7.0<br />

D 15 0.582 2.2 8.4


Militký<br />

E 20 0.61 2.2 14.5<br />

It is clear than the shrinkage is increasing function of <strong>PEN</strong> content. Shrinkage is generally<br />

associated with the relaxation of the oriented amorphous chains and the removal of residual<br />

stresses formed during processing of fibers. Stress induced crystallization can reduce the<br />

shrinkage as well. Because are both shrinkage temperatures above the start of naphthalene<br />

rings motion the shrinkage processes are facilitated.<br />

4. THERMO<strong>MECHANICAL</strong> ANALYSIS<br />

In thermo mechanical analysis (TMA) the dimensional changes (expansion or contraction)<br />

are measured under defined load and chosen time The TMA requires a high-resolution<br />

measurement of the linear displacement and excellent stability of measured conditions.<br />

Most TMA instruments on the marked are not able to be sensitive to very small<br />

displacement. This was the main reason for construction of special device TMA CX 03RA/T<br />

at University of Pardubice. This device was developed to provide highly sensitive tool for<br />

reproducible measurement of subtle dimensional changes even at extremely long thermal<br />

expositions. The sample is placed on the movable sample holder connected with<br />

displacement sensor, which measures dimensional changes of the sample. The instrument is<br />

fully computer controlled with programmable time - temperature profiles and loading in<br />

static or dynamic mode. The special adapters for application of this instrument for bending<br />

and tension deformations are under preparation Described device were used for all kind of<br />

compressive measurements.<br />

Chopped material compressed in the silica oxide tube has been used for compressive creep<br />

measurement. In the table 3 are results of no isothermal creep at compressive load 100 mN<br />

and rate of heating 3 o C/min. Dependencies of height on the temperature (time) for two<br />

limit cases are given on the fig. 2. The upper line corresponds to the heating and lower one<br />

corresponds to the cooling conditions. For characterization of compressive compliance the<br />

relative height changes H c were computed<br />

H C<br />

l<br />

= 100 *<br />

20<br />

− l<br />

l<br />

20<br />

200<br />

where l 20 and l 200 are heights at 20 0 C and 200 0 C. These values are in the table II.


Militký<br />

A<br />

B<br />

Fig.2 Dependence of height on the temperature A..<strong>PET</strong> B..<strong>PET</strong>/20%<strong>PEN</strong><br />

Higher H C corresponds to the higher compressive creep compliance.<br />

Table II Parameters of non-isothermal creep<br />

Sample T tr T 1 T 2 A 1<br />

A 2<br />

H C<br />

[ o C] [ o C] [ o C] [ppm/ o C] [ppm/ o C] [%]<br />

A 114 73 111 -486.03 -9433.11 45.5<br />

B 121 93 139 -402.39 -6447.01 23.29<br />

C 122 77 146 -199.13 -6412.34 28.77<br />

D 111 80 137 -396.09 -5809.29 16.77<br />

E 115 92 135 -1209.1 -10607.9 53.6<br />

T tr is transition temperature between low and high temperature sensitive regions , T 1 is<br />

temperature of low sensitive region; T 2 is starting temperature of high sensitive response.<br />

Parameters A 1 and A 2 are sensitivity coefficients (slopes of height vs. temperature<br />

dependences. Excluding the sample E is H c decreasing function of <strong>PEN</strong> content. The<br />

compressive compliance is therefore lowered by addition of small amount of <strong>PEN</strong>.<br />

5. <strong>MECHANICAL</strong> PROPERTIES<br />

The fiber fineness has been measured on the apparatus Vibroscope (Lenzing). On the same<br />

samples the stress strain curves were evaluated by using the apparatus Vibrodyne (Lenzing).<br />

The ten various fibers have been tested. For characterization of tensile mechanical behavior<br />

the following characteristics were evaluated:<br />

P Tenacity [cN/dtex] as load at break,<br />

E Elongation [%] as deformation at break<br />

IM Initial modulus [cN/dtex] as modulus at 10% deformation<br />

SM [cN/dtex] secant modulus as 100*P/E<br />

WT [cN/dtex] toughness as P*E/50<br />

Py [cN/dtex] yield point stress as stress in point with maximal curvature on stress strain


Militký<br />

curve<br />

εy [%]yield elongation as deformation in point with maximal curvature on stress strain<br />

curve<br />

εp [%] plateau elongation as deformation corresponding the plateau in post yield region<br />

[2].<br />

Results of fineness and mechanical measurements are given in the table III. and table IV. In<br />

brackets are given coefficient of variation CV [%]. These coefficients show relatively high<br />

variability of measured characteristics mainly due to variability of geometrical<br />

characteristics of fibers (variation of titer). Very high variability has the elongation at break.<br />

This variability partially hides the influence of <strong>PEN</strong> on the mechanical characteristics.<br />

Table III. Stress strain curve parameters<br />

Sample Titer<br />

[dtex]<br />

Tenacity<br />

[cN/dtex]<br />

Elongation<br />

[%]<br />

Modulus 10%<br />

[cN/dtex]<br />

Toughness<br />

WT [cN/dtex]<br />

A 6.09 [7.2] 26.7 [10.5] 107.8 [18.2] 96.4 [13.8] 14.39<br />

B 6.84 [12.5] 24.6 [8.1] 93.7 [18.6] 87.4 [9.4] 11.52<br />

C 6.74 [20.4] 30.2 [15.7] 64.2 [29.8] 98.6 [14.3] 9.69<br />

D 6.58 [16.9] 28.6 [12.5] 52.9 [39.7] 95.7 [10.3] 7.56<br />

E 8.54 [19.4] 24.2 [12.7] 64.1 [46.3] 77.5 [11] 7.75<br />

Table IV. Parameters in yield point vicinity<br />

Sample Yield point stress Yield elongation Plateau elongation Secant<br />

Py [cN/dtex] εy [%] εp [%]<br />

[cN/dtex]<br />

A 7.9 4.1 0.1 24.95<br />

B 8.2 4.87 3.1 26.64<br />

C 8.9 5 6.2 47.04<br />

D 9.1 5.1 12.1 54.06<br />

E 7.5 4.5 14.2 37.75<br />

modulus<br />

Based on these results, the following conclusions can be formulated:<br />

1. Stress strain curves are sensitive on the <strong>PEN</strong> content. Increasing of <strong>PEN</strong> content<br />

leads to the marked appearance of yield point and wider post yield plateau εp<br />

(deformation softening region). It is known (see [2]), that εp characterize<br />

deterioration of recovery power.<br />

2. Toughness and elongation at break of fibers are decreasing function of <strong>PEN</strong> content<br />

3. Secant modulus, yield point stress and tenacity are increasing function of <strong>PEN</strong><br />

content (excluding sample E with higher titer)<br />

The <strong>PEN</strong> presence therefore acts as reinforcing of chains, and increase ultimate mechanical<br />

properties. On the other hand, the standard comonomers addition leads to decreasing of<br />

mechanical properties [2]. The post yield region exhibition is in accordance with slipping<br />

motion of naphthalene chains (necking formation).


Militký<br />

6. <strong>DYNAMIC</strong> <strong>MECHANICAL</strong> ANALYSIS<br />

The dynamic mechanical analysis (DMA) is commonly used to characterize a material in<br />

response to vibration forces. DMA enables investigation of stress (or deformation)<br />

oscillations parameters (frequency, waveform, amplitude) and temperature influence on the<br />

deformation (or stress) changes under selected mode of deformation (tensile, bending,<br />

compression etc.)<br />

The dynamic mechanical thermal spectrometer DMA DX04T developed by RMI Ltd. Czech<br />

Republic provides highly sensitive tool for reproducible measurements of fine dimensional<br />

changes during heating, cooling or even at extremely long isothermal measurements.<br />

The individual fibers were investigated in the tensile mode. Due to the high plastic<br />

deformation of fibers the process of measurement was finished after few cycles. In the<br />

second run were fibers pre deformed to strain 50 % and after that the dynamical testing were<br />

made. Temperature dependence of real modulus and loss tangent are give on the fig 3a,b.<br />

A<br />

B<br />

Fig.3 Dependence of real modulus E and tan δ on the temperature A..<strong>PET</strong> B..<strong>PET</strong>/20%<strong>PEN</strong><br />

Selected characteristics of peak on real modulus (T b and E) and peak on tan δ (tan δ m and<br />

T a ) are given in the table V.<br />

Table V Dynamic mechanical characteristics of fibers<br />

Sample T b [ 0 C] E [GPa] tan δ m [-] T a [ 0 C]<br />

A 90.4 44.3 0.35 126.9<br />

B 79.1 2.94 0.32 103<br />

C 76.1 186.8 0.274 110.6<br />

D 64.3 180.68 0.298 108.5<br />

E 68.8 190.19 0.276 109.3<br />

The content of <strong>PEN</strong> leads to decrease the temperature T b of β-relaxation process<br />

corresponding to maximum on real modulus curve. This process is caused probably by the<br />

mobility of naphthalene rings. The temperature corresponding to the maximum on tan δ<br />

characterizes the α-relaxation process (dynamic glass transition). For pure <strong>PEN</strong> the value<br />

T a =135 0 C and Tb=70 0 C have been found [8].


Militký<br />

7. CONCLUSIONS<br />

The properties of <strong>PET</strong>/<strong>PEN</strong> fibers are generally dependent on the content of <strong>PEN</strong>. A lot of<br />

properties are connected with improved thermal and mechanical characteristics due to<br />

naphthalene rings presence. On the other hand the crystalline phase is lowered and<br />

mechanical relaxation caused by the motion of naphthalene rings appeared. As results of<br />

these changes the increasing of <strong>PEN</strong> content leads to increasing of shrinkage and increasing<br />

post yield region length (strain softening region) on stress strain curves. The large loss<br />

factor found for pure <strong>PEN</strong> [9] is not observed here in the investigated range of<br />

concentrations.<br />

8. REFERENCES<br />

[1] Militký, J.: Some theoretical problems of <strong>PET</strong> fibers modifications, Proc. Int. Conf.<br />

New Fiber, Ueda July 1999<br />

[2] Militký, J. et all. : Modified Polyester Fibers, Elsevier, Amsterdam 1991<br />

[3] McDowell C.C. et all.: Synthesis, physical characterization, and acetone sorption of<br />

random <strong>PET</strong>/<strong>PEN</strong> copolymers, J. Polym. Sci. B36, 2981 (1998)<br />

[4[ Saleh Y.S., Jabarin A.: Glass transition and melting behavior of <strong>PET</strong>/<strong>PEN</strong> Blends, J..<br />

Appl. Polym. Sci. 81, 11 (2001)<br />

[5] Higashioji T., Bhusdan B.: Creep and shrinkage behavior of improved ultra thin<br />

polymeric film, J. Appl. {Polym. Sci. 84, 1477 (2002)<br />

[6] Nakamae K. et all. : Temperature dependence of the elastic modulus of the crystalline<br />

regions of <strong>PEN</strong>, Polymer 36, 1401, (1995)<br />

[7] Wu G., Cucullo J.A.: Structure and property studies of <strong>PET</strong>/<strong>PEN</strong> melt blended fibers,<br />

Polymer 40, 1011(1999)<br />

[8] Canadas J. C. et all.: Comparative study of amorphous and partially crystalline <strong>PEN</strong> ,<br />

Polymer 41, 2899 (2000)<br />

ACKNOWLEDGEMENTS<br />

This work was supported by the project LN 00 B090 of Czech Ministry of Education<br />

RESPONDENCE ADDRESS:<br />

Dept. of <strong>Textil</strong>e Materials, <strong>Textil</strong>e Faculty,<br />

Technical University of Liberec<br />

Halkova street No 6, 461 17 Liberec, Czech Republic<br />

e - mail : jiri.militky@vslib.cz

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