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FIGURE 7.7 The dependence of fracture strain ef f on bromine-containing monomer contents
C B for B-PES (1) and hypothetical polymers, having S = 30.7 (2), 22 (3) and 18.7 Å 2 (4) [43].
Let us consider further the strength (fracture stress) sf f of copolymers B-
PES. The value sf f can be estimated theoretically according to the following
relationship [46]:
56
M
MM
r
5
s
=× -
1, 4
1 0
1
e
, Pa,
(7.12)
f
e
n
where r is polymer density, M e is molecular weight of polymer chain part
between entanglement nodes,
M is average number molecular weight of
polymer.
The value M e ca n be determined from the Eqs. (1.4), (1.5) and (1.11)
combination. Since
M >> M e [42], then in the first approximation the mem-
M
ber
1
-
e
in the Eq. (7.12) can be neglected and the Eqs. (1.4), (1.5),
M
n
(1.11) and (7.12) gives (for high-molecular polymers):
5/6
φ
5
cl
s
1, 4
1 0
, Pa,
(7.13)
f
2 N SC l
A
0
Let us note, that the side groups influence on sf, f , in contrast to ef, f , has
unequivocal effect, namely, sf f reduction in virtue of simultaneous D growth
and, hence, d f increase and j cl reduction, and S enhancement. I n Fig. 7.8 , the
 
 
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