  We study the electrical transport properties of a quantum point contact
between a lead and a Hight Tc superconductor. For this, we use the Hamiltonian
approach and non-equilibrium Green functions of the system. The electrical
current and the shot noise are calculated with this formalism. We consider
$d_{x^2-y^2}$, $d_{xy}$, $d_{x^2-y^2}+is$ and $d_{xy}+is$ symmetries for the
pair potential. Also we explore the $s_{+-}$ and $s_{++}$ symmetries describing
the behavior of the ferropnictides superconductors. We found that for $d_{xy}$
symmetry there is not a zero bias conductance peak and for $d+is$ symmetries
there is a displacement of the transport properties. From shot noise and
current, the Fano factor is calculated and we found that it takes values of
effective charge between $e$ and $2e$, this is explained by the diffraction of
quasiparticles in the contact. For the $s_{+-}$ and $s_{++}$ symmetries the
results show that the electrical current and the shot noise depend on the
mixing coefficient, furthermore the effective electric charge can take values
between 0 and $2e$, in contrast with the results obtained for $s$ wave
superconductors.
