  Mesoscopic structure of the periodically alternating layers of stretched
homopolymer chains surrounded by perpendicularly oriented oligomeric tails is
studied for the systems with both strong (ionic) and weak (hydrogen)
interactions. We focus on the consideration of the distribution of oligomers
along the homopolymer chains that is described by the effective equation of
motion with the segment number playing the role of imaginary time.
Supersymmetry technique is developed to consider associative hydrogen bonding,
self--action effects, inhomogeneity and temperature fluctuations in the
oligomer distribution. Making use of the self--consistent approach allows to
explain experimentally observed temperature dependence of the structure period
and the order--disorder transition temperature and period as functions of the
oligomeric fraction for systems with different strength of bonding. A whole set
of parameters of the model used is found for strong, intermediate and weak
coupled systems being P4VP--(DBSA)$_x$, P4VP-(Zn(DBS)$_2$)$_x$ and
P4VP--(PDP)$_x$, respectively. A passage from the formers to the latters shows
to cause crucial decrease of the magnitude of both parameters of hydrogen
bonding and self--action, as well as the order--disorder transition
temperature.
