Editing Reference hyper-netted chain
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noticed that the [[Ornstein-Zernike relation]] can always be written in the form | noticed that the [[Ornstein-Zernike relation]] can always be written in the form | ||
:<math>\gamma_{12} = \rho \int_V (h_{13} - \gamma_{13}) h_{23} ~{\rm d}(3)</math> | :<math>\gamma_{12} = \rho \int_V (h_{13} - \gamma_{13}) h_{23} ~{\rm d}(3)</math> | ||
In view of this a hybrid solution between the | In view of this a hybrid solution between the HNC | ||
approximation and the Malijevsky-Labik formula for hard spheres (Ref. 4 and 5) | approximation and the Malijevsky-Labik formula for hard spheres (Ref. 4 and 5) | ||
was proposed. The philosophy of this method is that the bridge functional of the | was proposed. The philosophy of this method is that the bridge functional of the |