  We present an attempt towards constructing relativistic quark-gluon
quasi-potentials from QCD using Unitary Clothing Transformations (UCT)
approach. The brief review of the UCT method is given. Starting from a
simplified model of QCD hamiltonian (H), we define the 'color-clothed'
representation (CCR) of H. In this representaion, it is required that only
color-singlet states are the eigenstates of the H. In CCR, H contains the
family of quantum relativistic potentials acting between 'color clothed' quarks
and gluons. Simultaneously, newly defined quarks acquire new masses (expected
to be close to constituent masses), and new renormalized couplings. Properties
of 'color clothed' quark-gluon potentials are consistent with the concept of
'color confinement' in a natural way.
