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Projections useful for TPEs studied under uniaxial load

Projections useful for TPEs studied under uniaxial load [Pg.206]

Four kinds of projections are of particular importance for the study of the nanostructure from SAXS patterns obtained in drawing experiments using thermoplastic elastomers  [Pg.206]

The information content of most of these projections was already described in this chapter, except for the representative fiber scattering, [Pg.206]

This is the first step towards a multidimensional real-space nanostructure analysis of SAXS data with fiber symmetry, because it is related to the 2D correlation function in the representative plane of the real space, [Pg.206]

A solution of the problem of extracting information concerning the imperfection and statistical distributions from scattering data has first been proposed by Guinier and Fournet [49] using the concept of chord length distributions [50,51]. In fact, the isotropic chord length distribution [Pg.207]




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