A mathematical model of successive nebular matter condensation in term
s of quasi-thermodynamic approximation is presented. A model is based
on the assumption on the chemical equilibrium of the gaseous phase exc
lusive of previously condensed matter within the diffusion layer. Cond
ensed particles not above a few micron size are predicted to be compri
sed of monomineral zones. A formula of hydrogen partial pressure (in b
ars) dependence of the initial nebular condensation temperature (K) is
derived: T(cond)(P(H-2)) = 32.8 ln(P(H-2)) + 2008.5. Small partial ma
ss components are concentrated at the surface of particles. Only a few
species of rockforming minerals are formed in a process of condensati
on. A great variety of meteoritic minerals are assumed to be formed as
a result of postcondensation matter transformation. A possibility of
condensed monomineral particle separation in nebular space is indicate
d.