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q2(Δ) is used. In this case the influence of the form factors of the individual scatterers on the form of CCFs is not excluded by normalization
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Note that in Eq. we combined the complex-valued terms 2 and 3 from Ref. 20 into one real-valued term
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Sufficient resolution of the detector is important for a reliable determination of all contributions to the CCF defined by Eqs. and
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For the given sample area (10×10μm2) and cluster size (d=600nm) one can simulate a close-packed system composed of more than 200 clusters. However, such a high density of clusters is not convenient for modeling of a disordered system since it may induce some positional ordering in the system. To achieve better positional disorder and at the same time to keep a relatively high density of clusters we consider here the systems composed of 121 clusters
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