Summary: ``The main object of the present paper is to study conformal Ricci soliton on paracontact metric $(k, \mu)$-manifolds with respect to Schouten--van Kampen connection. Further, we obtain the result when paracontact metric $(k, \mu)$-manifolds with respect to Schouten--van Kampen connection satisfying the condition $\overset\star\to C(\xi, U)\cdot\overset \star\to S=0$. Finally we characterized concircular curvature tensor on paracontact metric $(k, \mu)$-manifolds with respect to Schouten--van Kampen connection.''