The method of caseinate production influences their structure. The preparat
ions obtained by traditional methods show arrangements of particles of roun
ded and symmetric shapes whereas extruded preparations give arrangements of
non-symmetric and lamellar particles of very well-developed surface. Based
on SEM analysis, it has been concluded that particle sizes in the caseinat
e preparations particles varied from few to about 200 mu m which will limit
their use in food industry. The optimum particle size in the protein prepa
rations particles should be in the range 100-500 mu m to permit their indiv
idual characterisation. The fractal dimensions determined for the individua
l preparations differed. The high values of correlation coefficients indica
ted great accuracy in the method of measurement employed. Assuming that it
is characterising the particle surface properties, the fractal dimension ca
n be employed to discriminate between the properties of the various caseina
te preparations studied. In food technology and related sciences, the fract
al theory is gaining its place and possibilities for its use are great. Fra
ctal geometry and related disciplines provide new, powerful possibilities t
o investigate a wide range of physical and chemical phenomena. Such an appr
oach helps to define the principles of creation of objects which are consid
ered irregular or chaotic, and provides a mathematical tool which can be us
ed for description and measurements of such events. Besides the examples me
ntioned, fractals can be used for analysis of such phenomenon as crystallis
ation, mixing of high viscous liquids, diffusion processes, diagrams of mec
hanical and acoustic investigations of fragile materials and phenomena char
acterised by non-linear kinetics (e.g. food deterioration processes). (C) 1
999 Elsevier Science Ltd. All rights reserved.