Treatments of diffusion that have been applied to the modelling of thermal
plasmas are reviewed. Eight such treatments are identified. Three allow cal
culation of the diffusion of each individual species present; the other fiv
e require the species derived from a given gas to be combined. The accuracy
of each of the treatments is assessed through comparison with full multico
mponent diffusion calculations and experimental results. Of the first group
, the self-consistent effective binary diffusion coefficient method is foun
d to be the most accurate under conditions relevant to thermal plasmas, and
its use is recommended in cases when the diffusion of individual species i
s calculated. In cases in which the species can be combined into gases, the
combined diffusion coefficient formulation, which gives the same results a
s the full multicomponent diffusion coefficient treatment under conditions
in which local chemical equilibrium applies, is found to be significantly m
ore accurate than other models.