Interrelations between the moments of the chord length dis- tributions of random two-phase systems
Wilfried Gille · 2013
Statistically isotropic arrangements of hard, homogeneous particles embedded in a homogeneous matrix (constant density) can be analyzed by two (naturally different) chord length distributions. Their moments are interrelated and connected with the sample CF. Integral transformations, which directly define the moments in terms of the scattering pattern, are investigated.