Extended coupled-cluster molecule

Abstract The modified equation-of-motion coupled cluster approach of Sekino and Bartlett is extended to computations of the mixed electric-dipole/magnetic-dipole polarizability tensor associated with optical rotation in chiral systems. The approach - referred to here as a linearized equation-of-motion coupled cluster (EOM-CCl) method - is a compromise between the standard EOM method and its linear response counterpart, which avoids the evaluation of computationally expensive terms that are quadratic in the field-perturbed wave functions, but still yields properties that are size-extensive/intensive. Benchmark computations on five representative chiral molecules, including (P)-hydrogen peroxide, (5)-methyloxirane, (5 )-2-chloropropioniuile, (/ )-epichlorohydrin, and (75,45)-norbornenone, demonstrate typically small deviations between the EOM-CCl results and those from coupled cluster linear response theory, and no variation in the signs of the predicted rotations. In addition, the EOM-CCl approach is found to reduce the overall computing time for multi-wavelength-specific rotation computations by up to 34%. 

The purpose of this work is to extend Sekino and Bartlett s approach - which we will refer to as a linearized EOM coupled cluster (EOM-CCl) method - to computations of the frequency-dependent optical rotations of chiral molecules. The development of coupled cluster methods in this field has been dedicated to the implementation of streamlined models of chiroptical properties that are applicable to large molecules[27,28], and this work represents apossible step toward that goal. We will compare the performance of the EOM-CCl approach to its linear-response counterpart - both in terms of theoretical predictions and computational efficiency - for the rigid chiral molecules (5 )-methyloxirane, (5)-2-chloropropionitrile, and (1S,4S)-norbornenone, as well as the conformationally flexible species (/ )-epichlorohydrin. 

---