6164 Matsuda et al.
Macromolecules, Vol. 36, No. 16, 2003
Ta ble 1. Resu lts of th e Sequ en ce Distr ibu tion An a lysis of
th e Tech n or a P olym er by 13C NMRa
(X ) A or B) were calculated with the following equa-
tion:33
average
dyad
sequences
sequence
lengths
RAB ) (fAB/2)/FA + (fAB/2)/FB
LA ) (fAA + fAB/2)/(fAB/2)
LB ) (fBB + fAB/2)/(fAB/2)
(1)
(2)
(3)
fractionsb
randomness
A-T-A
A-T-B
B-T-B
fAA
fAB
fBB
0.248 (0.250) RAB 1.03 (1.00) LA 1.96 (2.00)
0.514 (0.500)
0.238 (0.250)
LB 1.93 (2.00)
A-T-(3)B
A-T-(4′)B
fA3B 0.499 (0.500)
fA4′B 0.501 (0.500)
where subscripts A and B indicate the A (p-phenylene-
diamine unit) and B (3,4′-diaminodiphenyl ether unit)
units, respectively. fAA, fAB, and fBB indicate the molar
fractions of the dyad sequences, A-T-A, A-T-B, and
B-T-B, respectively (fAA + fAB + fBB ) 1). Here, the
binding site of the B unit, 3-position or 4′-position, is
ignored. FA ) 0.50 and FB ) 0.50 are the molar fractions
of the A and B units in the polymer, respectively. RAB
indicates the degrees of randomness, and LA and LB
indicate the number-average sequence lengths of the
T-A and T-B units, respectively. As is listed in Table 1,
RAB ) 1.0 and LA ) LB ) ca. 2.0 were obtained.
Therefore, it is clear that the sequential unit distribu-
tion on the A and B units in the polymer is random.
The molar fractions of A-T-(3)B and A-T-(4′)B in
A-T-B units, fA3B and fA4′B (fA3B + fA4′B ) 1), respectively,
are also shown in Table 1. Because of fA3B ) fA4′B ) 0.5,
it is also clear that the sequential unit distribution on
the binding site (3-position or 4′-position) of the B unit
for the A-T unit is random in the polymer. Furthermore,
the molar fractions of B(3)-T-(3)B, B(3)-T-(4′)B, and
B(4′)-T-(4′)B in the B-T-B unit, f3B3B, f3B4′B, and f4′B4′B
(f3B3B + f3B4′B + f4′B4′B ) 1), respectively, and its degrees
of randomness (RBB) are also shown in Table 1. Here,
(3) and (4′) indicate the binding site of the B unit for
the T unit, 3-position and 4′-position, respectively. RBB
) 1.0 was calculated with eq 1; therefore, it is also clear
that the sequential unit distribution on the binding site
(3-position or 4′-position) of the B unit for T-B unit is
random in the polymer. Thus, it can be concluded that
all of the possible dyad sequences in Technora are
random.
On the sequence of Technora, different views have
been reported by different analytical methods. Tashiro
et al.14 have used the Technora fiber annealed at 400
°C, and the structure was analyzed with X-ray diffrac-
tion and infrared spectra. They have suggested the
possibility that the sequence of the polymer is blocky
because some crystalline domains consisting only poly-
(p-phenylene terephthalamide) (T-A segment in the
present paper) remained after annealing. Although they
have tried the analysis of the polymer in sulfuric acid
using 13C NMR, it could not obtain the information on
the sequence because of the low-resolution NMR spec-
trum. On the other hand, Blackwell et al.15,16 have also
applied the X-ray diffraction method for the Technora
fiber. They have reported that the sequence of the
Technora polymer is random because the best agree-
ment between the positions of the observed aperiodic
meridional maxima and those calculated for a com-
pletely random sequence was obtained. Aoki17 predicted
that the sequence of Technora is random by means of
computer simulation of the polymerization. From our
NMR analysis reported here, it was concluded that the
sequence of Technora is completely random as reported
by Blackwell et al.15,16 and Aoki.17 Because Tashiro et
al.14 have analyzed the residue after heat treatment,
the parts of the short sequence lengths of p-phenylene
B(3)-T-(3)B f3B3B 0.251 (0.250) RBB 0.99 (1.00)
B(3)-T-(4′)B f3B4′B 0.496 (0.500)
B(4′)-T-(4′)B f4′B4′B 0.253 (0.250)
a
The values in parentheses were theoretical values on the basis
b
of a Bernoullian dyad distribution. The molar fractions were
calculated as fAA + fAB + fBB ) 1, fA3B + fA4′B ) 1, and f3B3B + f3B4′B
+ f4′B4′B ) 1.
compared among Technora, Kevlar-29, and the (ATB +
T) polymers. As summarized in Figure 8, three carbonyl
carbon peaks, 1, 2, and 4, are expected to observe in
the region of the carbonyl carbon of the T-A bond of
(ATB + T) polymer. From the relative peak area in
Figure 9c and the corresponding peak position of Kevlar-
29 (Figure 9b), peaks 2 and 4 are considered to be
overlapping. Consequently, peaks 1, 2, and 4 of the
Technora polymer as shown in Figure 9a were assigned
to the carbonyl carbons 1, 2, and 4 in Figure 3,
respectively. Then, the peaks observed in the region
from 169.2 to 170.2 ppm in Figure 9 can be assigned to
the carbonyl carbon peaks of the T-(3)B and T-(4′)B
bond. In the spectrum of the (ATB + T) polymer as
shown in Figure 9c, one peak was observed in the region
from 169.7 to 170.1 ppm was assigned to the carbonyl
carbon of the T-(3)B bond, and two peaks in the region
from 169.2 to 169.6 ppm were assigned to the carbonyl
carbon of the T-(4′)B bond because one peak, 3, and two
peaks, 5 and 9, are expected to observe in the each
region of the (ATB + T) polymer, as shown in Figure 8.
On the other hand, because only two peaks, 6 and 9,
are expected to be observed in the (BTB + T) polymer
(Figure 8), peaks 6 and 9 of the (BTB + T) polymer could
be easily assigned as shown in Figure 9d. Therefore, two
peaks, 5 and 9, of the (ATB + T) polymer observed in
the region from 169.2 to 169.6 ppm could be assigned
by comparison of the peak position between parts c and
d of Figure 9. Similarly, by comparison of the peak
position between (BTB + T) and (B + T) polymers, peaks
6, 7, 8, and 9 of the (B + T) polymer could be assigned
(Figure 9e). By comparison of the peak position among
Technora, the (ATB + T) polymer, the (BTB + T)
polymer, and the (B + T) polymer, peaks 3, 5, 6, 7, 8,
and 9 of the Technora in Figure 9a were clearly assigned
to the carbonyl carbons 3, 5, 6, 7, 8, and 9 in Figure 3,
respectively. Consequently, all of the carbonyl carbon
peaks of dyad sequences of Technora were assigned.
Thus, the 13C NMR spectrum of Technora observed in
trifluoromethanesulfonic acid at 100 °C gives not only
the dyad sequence information on the A and B units
but also the head-to-head, tail-to-tail, and head-to-tail
sequence information on the B units.
Sequ en ce Distr ibu tion An a lysis of th e Tech n or a
P olym er . To estimate the degree of randomness of
Technora, the dyad molar fractions centered on tereph-
thalic unit were determined on the basis of the observed
relative peak area. The degree of randomness and the
number-average sequence length are summarized in
Table 1. These parameters on the sequence of X-T-X