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Intensity Decay Between SAXS and WAXS Porods Law

2 Intensity Decay Between SAXS and WAXS Porod s Law [Pg.121]

The ideas of the classical evaluation of Porod s law have been developed by Vonk [134], Ruland [132,134], and Stein [135]. [Pg.121]

Basic Equations. Scattering according to Porod s law [18,137] is a consequence of phase separation in materials. In a two-phase system (e.g., a semicrystalline polymer) every point of the irradiated volume belongs to one of two distinct phases (in the example to the crystalline phase or to the amorphous phase). In a multiphase system there are more than two distinct phases. [Pg.122]

Frequently at least one of the phases forms particles (e.g., crystalline lamellae). The shape and position of the tth particle from the irradiated volume is described by a shape function 7 (r). It is obvious that the scattering intensity of an ideal multiphase system can be expressed in terms of autocorrelations Y (r) and cross-correlations of the shape functions and the average electron densities of each phase (cf. Sect. 2.5). [Pg.122]

The scattering patterns from any materials that are made from a finite number of discrete phases conform to Porod s law. In most of the practical applications it is sufficient to consider the most simple case of a two-phase system. In-depth considerations concerning the interpretation of scattering data from multiphase systems have been published by Janosi [138]. [Pg.122]




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