The comparison of the modulus
Ep evaluated from the ultrasonic propagation speed measurements with the static modulus
Es from the tensile tests and the examination of change in
Ep with tensile deformation for polyethylene terephthalate (PET) fibers and glass beads filled polystyrene composites revealed the following peculiarities in
Ep.
(1)
Ep was not linearly dependent upon the crystallinity but dependent upon the cube root of crystallinity, while
Es was directly dependent upon the crystallinity. In the case of PET fibers, the moduli,
Ep and
Es, were satisfactorily described by a parallel two-phase structure model with crystalline and amorphous regions.
(2) The two-phase structure model also enabled to be applied to composite materials.
Ep of the glass beads filled polystyrene composites was not linearly dependent upon the volume fraction of fillers but was dependent upon the cube root of volume fraction of fillers. In the case of glass beads filled polystyrene composites in which the adhesion between fillers and matrix was improved by silan-treating, the modulus
Es was described by the series model. In the case of untreated composites,
Es was constant.
(3) In the case of low oriented PET fiber,
Ep decreased by drawing in spite of an increase in birefringence. It is suggested that the disorder of secondary bonds are closely related to the ultrasonic propagation mechanism.
(4)
Ep for PET fibers increased in stress relaxation after a small deformation but decreased in stress relaxation after a large deformation.
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