In this paper, we presentabinitiocalculations of static polarizability agr; and static first and second hyperpolarizabilities bgr; and ggr; for the haloform series CHX3, where X=F, Cl, Br, and I using the effective core potential (ECP) approach. The microscopic optical nonlinearities agr;, bgr;, and ggr; are calculated as the derivatives of the energy with respect to the electric field, with the energy determined by means of the selfhyphen;consistenthyphen;field approach (SCF), and nonlinearities calculated by means of the coupled perturbed Hartreendash;Fock (CPHF) formalism. To test the approximation introduced by the ECP method, nonlinear optical responses for the lighter members of the series CHF3and CHCl3are compared with all electron calculations. The effects due to basis set size and inclusion of diffuse and polarization functions ofdandftype are examined. The ECP technique is then used to calculate optical nonlinearities for CHBr3and CHI3. Although very good agreement is found between calculated and experimental polarizabilities agr; for the haloform series, the agreement is not as good for the higher order polarizabilities. Possible causes for this discrepancy are discussed.
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