Science and Technology of Fibers and Related Materials: Proceedings of the Fiber Society 50th Anniversary Technical Conference Held in Princeton, New Jersey, August 19-23, 1990 |
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Page 185
A plot of the amorphous intensity vs . azimuthal angle is obtained by resolving a
series of radial diffraction scans into amorphous and crystalline peaks . The
degree of orientation of the anisotropic component , fa , is calculated from the
width of ...
A plot of the amorphous intensity vs . azimuthal angle is obtained by resolving a
series of radial diffraction scans into amorphous and crystalline peaks . The
degree of orientation of the anisotropic component , fa , is calculated from the
width of ...
Page 186
Moreover , the intrinsic birefringence of the amorphous and crystalline regions ,
which are assumed to be constant , need to be known . Similar problems exist
with acoustic modulus measurements , which is another commonly used method
for ...
Moreover , the intrinsic birefringence of the amorphous and crystalline regions ,
which are assumed to be constant , need to be known . Similar problems exist
with acoustic modulus measurements , which is another commonly used method
for ...
Page 192
An orientation parameter fa , which is the degree of orientation of the anisotropic
component of the amorphous phase , is calculated from Ap of the peak using the
relation Sa = ( 3 { cos ? • ) – 1 ) / 2 ( 1 ) ( cos ? a ) = ( S . 16 ) cos ? ¢ sin $ do ...
An orientation parameter fa , which is the degree of orientation of the anisotropic
component of the amorphous phase , is calculated from Ap of the peak using the
relation Sa = ( 3 { cos ? • ) – 1 ) / 2 ( 1 ) ( cos ? a ) = ( S . 16 ) cos ? ¢ sin $ do ...
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Contents
M | 33 |
Strain Rate Effects in Ultrastrong Polyethylene Fibers and Composites | 45 |
Morphology and Near Tm Behavior of High Performance Ultrahigh | 67 |
Copyright | |
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amorphous analysis angle appearance Applied behavior bending blend body braided break calculated carpet cellulose compared composite compression constant cotton crystalline crystallization curve decrease deformation density dependence described determined developed diameter direction discussed distance distribution draw effect elastic energy experimental extension fabric factor failure fiber Figure filament finish force frictional function geometry given heat higher improved increase indicated initial length liquid load lower m/min material measured mechanical method modulus nylon observed obtained occurs orientation parameter polyester polymer present pressure problem produced properties range ratio reduced relative resistance sample scanning shape shear shown in Figure shows solution specimen speed spinning spun strain strength stress structure surface Table temperature tenacity tensile tension Text treated treatment twist unit untreated values variability yarn