ANALYTICAL DERIVATIVES FOR MOLECULAR SOLUTES .1. HARTREE-FOCK ENERGY FIRST DERIVATIVES WITH RESPECT TO EXTERNAL PARAMETERS IN THE POLARIZABLE CONTINUUM MODEL
R. Cammi et J. Tomasi, ANALYTICAL DERIVATIVES FOR MOLECULAR SOLUTES .1. HARTREE-FOCK ENERGY FIRST DERIVATIVES WITH RESPECT TO EXTERNAL PARAMETERS IN THE POLARIZABLE CONTINUUM MODEL, The Journal of chemical physics, 100(10), 1994, pp. 7495-7502
Analytical expressions for the derivatives of the free energy of solut
ion of molecular solutes with respect to the dielectric constant and t
o a parameter defining the size of the cavity are here presented. Thes
e derivatives refer to a version of the model that describes solutes a
t ab initio Hartree-Fock level (as well as at the classical level) pla
ced within a cavity reproducing the molecular-shape. Attention is paid
to the appropriate description of the boundary conditions which deter
mine the integral value of the apparent charge spread on the cavity su
rface.