Literature DB >> 26373996

Forces and stress in second order Møller-Plesset perturbation theory for condensed phase systems within the resolution-of-identity Gaussian and plane waves approach.

Mauro Del Ben1, Jürg Hutter1, Joost VandeVondele2.   

Abstract

The forces acting on the atoms as well as the stress tensor are crucial ingredients for calculating the structural and dynamical properties of systems in the condensed phase. Here, these derivatives of the total energy are evaluated for the second-order Møller-Plesset perturbation energy (MP2) in the framework of the resolution of identity Gaussian and plane waves method, in a way that is fully consistent with how the total energy is computed. This consistency is non-trivial, given the different ways employed to compute Coulomb, exchange, and canonical four center integrals, and allows, for example, for energy conserving dynamics in various ensembles. Based on this formalism, a massively parallel algorithm has been developed for finite and extended system. The designed parallel algorithm displays, with respect to the system size, cubic, quartic, and quintic requirements, respectively, for the memory, communication, and computation. All these requirements are reduced with an increasing number of processes, and the measured performance shows excellent parallel scalability and efficiency up to thousands of nodes. Additionally, the computationally more demanding quintic scaling steps can be accelerated by employing graphics processing units (GPU's) showing, for large systems, a gain of almost a factor two compared to the standard central processing unit-only case. In this way, the evaluation of the derivatives of the RI-MP2 energy can be performed within a few minutes for systems containing hundreds of atoms and thousands of basis functions. With good time to solution, the implementation thus opens the possibility to perform molecular dynamics (MD) simulations in various ensembles (microcanonical ensemble and isobaric-isothermal ensemble) at the MP2 level of theory. Geometry optimization, full cell relaxation, and energy conserving MD simulations have been performed for a variety of molecular crystals including NH3, CO2, formic acid, and benzene.

Entities:  

Year:  2015        PMID: 26373996     DOI: 10.1063/1.4919238

Source DB:  PubMed          Journal:  J Chem Phys        ISSN: 0021-9606            Impact factor:   3.488


  4 in total

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2.  Dynamics of the Bulk Hydrated Electron from Many-Body Wave-Function Theory.

Authors:  Jan Wilhelm; Joost VandeVondele; Vladimir V Rybkin
Journal:  Angew Chem Int Ed Engl       Date:  2019-02-18       Impact factor: 15.336

3.  Shallow and deep trap states of solvated electrons in methanol and their formation, electronic excitation, and relaxation dynamics.

Authors:  Jinggang Lan; Yo-Ichi Yamamoto; Toshinori Suzuki; Vladimir V Rybkin
Journal:  Chem Sci       Date:  2022-03-11       Impact factor: 9.825

4.  Overcoming the difficulties of predicting conformational polymorph energetics in molecular crystals via correlated wavefunction methods.

Authors:  Chandler Greenwell; Jessica L McKinley; Peiyu Zhang; Qun Zeng; Guangxu Sun; Bochen Li; Shuhao Wen; Gregory J O Beran
Journal:  Chem Sci       Date:  2020-01-14       Impact factor: 9.825

  4 in total

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