The existence of natural occurring paracrystals, as an intermediate state of non-crystalline matter lying between crystals and gases, has been convincingly supported in recent years [1-3]. Paracrystalline materials can be detected by X-ray, neutron or electron diffraction and sometimes by electron microscopy [4]. One basic feature of real paracrystals is that they exhibit limited colloidal dimensions [2]. Paracrystalline materials cannot grow to macroscopic sizes mainly because of the gradual increase in the fluctuation of lattice points due to the presence of three dimensional statistically distributed motifs disturbing the lattice packing. When the lattice fluctuations reach values which are of the order of the average lattice spacing, d, the paracrystal has essentially reached its limiting coherent lattice size, /)=Nd. The study of non-crystalline materials showing a paracrystaUine behaviour has given rise to an empirical relation which states: the product of the square root of the number of N lattice planes within a paracrystal, N 1/2, times the value of the relative distance fluctuation (degree of distortion), g = Aa/cT, (A1 is the distance fluctuation between two neighbouring lattice planes)gN 1/2, is nearly a constant o~*. Fig. 1 illustrates the linear increase