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The lowest order constrained variational (LOCV) method is reformulated to
calculate the equation of state of nuclear and neutron matter with a new
charge-dependent Reid potential ($Reid93$). The state-dependent correlation
functions are calculated by performing a full functional minimization for each
$JLSTM_T$-channel and the resulting Euler Lagrange equations are solved up to
$J=9$. The correlation functions are compared with those coming from LOCV
calculation with the old $Reid68$ potential.
It is
shown that unlike $\Delta -Reid68$ and $AV18$ interactions, the new $ Reid93$ over binds
nuclear
matter at much larger saturation density than $Reid68$. Finally, the results are
being compared with similar calculations with other potentials and many-body
techniques.
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