  We calculate for the first time the static properties of the deuteron, within
the framework of supersymmetric quantum mechanics, analytically. A new
effective potential and its partner are derived from a superpotential so that
all parameters are fitted by the experimental data. An analytical expression is
obtained for the deuteron wave function and contributions of the orthogonal
$^{13}S_{1}$ and $^{13}D_{1}$ states are determined, explicitly. Compared to
one pion exchange, the superpotential produces an electrostatic as well as two
pion exchange terms for the potential. The saddle point radius of the potential
and the maximum of the wave function are linearly proportional.
