A theory of phase equlibria in solutions of discotic mesogens of a hard-cor
e disklike center and attached side chains is developed in the Flory lattic
e approximation. The role of the side chain stiffness and length in the pha
se equilibria is studied numerically in detail for two cases of the hard-co
re size, x=7 and 10. It is found that the chain stiffness has a profound ef
fect on the molecular ordering, with stiff chains increasing and soft chain
s decreasing the nematic order parameter S. The critical solute concentrati
on for the first appearance of the stable nematic phase upsilon(x)* shifts
towards lower values for stiff chains and to higher values for flexible one
s. In addition, the soft chains suppress while the rigid ones enhance the c
oexistence range of two nematic phases observed for x similar or equal to 9
.1 [M. Wnek and J. K. Moscicki, Phys. Rev. E 53, 1666 (1996)]. [S1063-651X(
98)04909-5].