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Exact-Two-Component Relativistic Multireference Second-Order Perturbation Theory

Lixin Lu, Hang Hu, Andrew J. Jenkins, Xiaosong Li

2022Journal of Chemical Theory and Computation39 citationsDOI

Abstract

As the relativistic corrections become stronger for late-row elements, the fully perturbative treatment of spin-orbit coupling and dynamic correlation may become inadequate for accurate descriptions of chemical properties. In this work, we introduce a determinant-based Kramers-unrestricted exact-two-component multireference second-order perturbation (X2C-MRPT2) method which variationally includes relativistic corrections with a perturbative dynamic correlation. The restricted active space partitioning scheme is employed to provide an adjustable correlation space for the second-order perturbation treatment. The multistate perturbation theory is also developed to improve the descriptions of ground and excited states. Benchmark studies of atomic fine-structure splittings and spectroscopic constants of molecular monohydrides using X2C-MRPT2 are compared to the other perturbative and variational approaches. The results suggest that X2C-MRPT2 is a highly accurate alternative to the fully variational multireference configuration interaction method at only a small fraction of the computational cost.

Topics & Concepts

Multireference configuration interactionPerturbation theory (quantum mechanics)Perturbation (astronomy)Complete active spacePhysicsFull configuration interactionRelativistic quantum chemistryExcited stateConfiguration interactionCoupled clusterQuantum mechanicsStatistical physicsAtomic physicsMoleculeMolecular orbitalAdvanced Chemical Physics StudiesSpectroscopy and Quantum Chemical StudiesAtmospheric Ozone and Climate
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