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1.3 Q-Chem Features

1.3.8 New Features in Q-Chem 5.2

(September 23, 2025)
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    Changes in default settings:

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      Single-node shared-memory parallelism becomes default and recommended for most jobs. New command line key -mpi is required to use distributed-memory MPI-parallel features (Section 2.2.1.1).

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      Pure basis functions are used by default with BASIS = GEN.

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      Default number of grid points in Lebedev grids in solvent models changed from 302 to 194 points (non-Hydrogen) and 110 points (Hydrogen) atoms.

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      Use of SWIG charges for SMx models.

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      Input format for XPol, SAPT and XSAPT, and MBE jobs has changed.

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      Use EDA2 as the default driver for ALMO-EDA.

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      Frozen core approximation no longer applied by default in RAS-CI calculations.

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    General improvements:

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      Increased availability of basis sets: High angular momentum basis functions (up to k-functions) supported for most SCF, RI-MP2, CC, EOM-CC, ADC calculations.

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      Streamlined input format for RI-SCF calculations.

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      Added the def2- family of density fitted (RI) basis sets for SCF and post-SCF calculations (courtesy of Dr. Florian Weigend).

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      On-the-fly generation for the superposition of atomic densities guess for SCF (Kevin Carter-Fenk, John Herbert).

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      Reintroduction of legacy ECPs without fitting.

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      Easy specification of basis sets on fragments, reading of basis sets from an external file (Zheng Pei and Yihan Shao).

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    Improvements to the DFT capabilities:

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      Support for analytic frequency calculations using meta-GGA density functionals (available only with shared-memory parallelism).

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      Support for analytic frequency calculations using resolution-of-the-identity (density-fitted) Coulomb (available only with shared-memory parallelism).

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      Improved performance of analytic partial Hessian calculations using DFT.

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      New density functionals: revM06, revM11 (Pierpaolo Morgante and Roberto Peverati).

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    Improvements in implicit solvation models:

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      Revised PCM tessellation grids for improved performance (John Herbert).

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      Improved performance of the general SCF program with SMx solvation models (Yuezhi Mao).

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    New MP2 features:

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      Addition of regularized orbital-optimized second-order Møller-Plesset perturbation theory (κ-OOMP2) (Joonho Lee, Martin Head-Gordon; Section 6.6.6).

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    Enhancements to the coupled-cluster package:

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      Mixed-precision CCSD and EOM-CCSD (Pavel Pokhilko, Evvgeny Epifanovsky, Anna Krylov, with additional contributions from Ilya Kaliman, Kaushik Nanda, Marta Vidal, and Sonia Coriani; Sections 6.18 and 7.10.14).

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      Damped response, dynamic polarizabilities for two-electron absorption using EOM-CC (Kaushik Nanda and Anna Krylov).

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      Better handling of linear point groups in ADC and CC methods.

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      Improved performance of disk-based ADC/CC algorithms.

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      Projected and Voronoi CAP for CAP-EOM-CC/CC calculations (Ksenia Bravaya, Alexander Kunitsa; Section 7.10.9).

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      Dynamic polarizabilities for CCSD and EOM-CCSD (Kaushik Nanda, Anna Krylov; Section 7.10.20.8).

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      Improved evaluation of spin-orbit coupling constants using EOM-CC wavefunctions (Pavel Pokhilko and Anna Krylov).

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      New features for SOC calculation and analysis (Pavel Pokhilko, Anna Krylov; Section 7.10.20.4).

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      Dyson orbitals for CVS-EOM-CCSD (Marta Vidal, Sonia Coriani, Anna Krylov; Section 7.10.8).

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    Improvements in energy decomposition analysis methods:

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      Added electron density difference (EDD) plots and the ETS-NOCV analysis (Yuezhi Mao).

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      Added support for PCM and SMD solvation models in ALMO-EDA (Yuezhi Mao).

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      Resolved several issues that caused instabilities in MP2-EDA calculations (Yuezhi Mao).

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    New capabilities for explicit solvation modeling:

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      Polarizable Embedding (PE) Model for ground-state and ADC calculations (Maximilian Scheurer; Section 11.8).

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    Other new methods and capabilities:

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      Incremental FCI method (Paul Zimmerman).

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      Transition potential DFT for core-valence excitations.

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      Analytic evaluation of Raman intensities (Zheng Pei and Yihan Shao).