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Accuracy of quantum chemical methods for large noncovalent complexes

Publication ,  Journal Article
Sedlak, R; Janowski, T; Pitoňák, M; Řezáč, J; Pulay, P; Hobza, P
Published in: Journal of Chemical Theory and Computation
August 13, 2013

We evaluate the performance of the most widely used wave function, density functional theory, and semiempirical methods for the description of noncovalent interactions in a set of larger, mostly dispersion-stabilized noncovalent complexes (the L7 data set). The methods tested include MP2, MP3, SCS-MP2, SCS(MI)-MP2, MP2.5, MP2.X, MP2C, DFT-D, DFT-D3 (B3-LYP-D3, B-LYP-D3, TPSS-D3, PW6B95-D3, M06-2X-D3), and M06-2X, and semiempirical methods augmented with dispersion and hydrogen bonding corrections: SCC-DFTB-D, PM6-D, PM6-DH2, and PM6-D3H4. The test complexes are the octadecane dimer, the guanine trimer, the circumcoronene···adenine dimer, the coronene dimer, the guanine-cytosine dimer, the circumcoronene···guanine- cytosine dimer, and an amyloid fragment trimer containing phenylalanine residues. The best performing method is MP2.5 with relative root-mean-square deviation (rRMSD) of 4%. It can thus be recommended as an alternative to the CCSD(T)/CBS (alternatively QCISD(T)/CBS) benchmark for molecular systems which exceed current computational capacity. The second best non-DFT method is MP2C with rRMSD of 8%. A method with the most favorable "accuracy/cost" ratio belongs to the DFT family: BLYP-D3, with an rRMSD of 8%. Semiempirical methods deliver less accurate results (the rRMSD exceeds 25%). Nevertheless, their absolute errors are close to some much more expensive methods, such as M06-2X, MP2, or SCS(MI)-MP2, and thus their price/performance ratio is excellent. © 2013 American Chemical Society.

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Published In

Journal of Chemical Theory and Computation

DOI

EISSN

1549-9626

ISSN

1549-9618

Publication Date

August 13, 2013

Volume

9

Issue

8

Start / End Page

3364 / 3374

Related Subject Headings

  • Chemical Physics
  • 3407 Theoretical and computational chemistry
  • 3406 Physical chemistry
  • 0803 Computer Software
  • 0601 Biochemistry and Cell Biology
  • 0307 Theoretical and Computational Chemistry
 

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Sedlak, R., Janowski, T., Pitoňák, M., Řezáč, J., Pulay, P., & Hobza, P. (2013). Accuracy of quantum chemical methods for large noncovalent complexes. Journal of Chemical Theory and Computation, 9(8), 3364–3374. https://doi.org/10.1021/ct400036b
Sedlak, R., T. Janowski, M. Pitoňák, J. Řezáč, P. Pulay, and P. Hobza. “Accuracy of quantum chemical methods for large noncovalent complexes.” Journal of Chemical Theory and Computation 9, no. 8 (August 13, 2013): 3364–74. https://doi.org/10.1021/ct400036b.
Sedlak R, Janowski T, Pitoňák M, Řezáč J, Pulay P, Hobza P. Accuracy of quantum chemical methods for large noncovalent complexes. Journal of Chemical Theory and Computation. 2013 Aug 13;9(8):3364–74.
Sedlak, R., et al. “Accuracy of quantum chemical methods for large noncovalent complexes.” Journal of Chemical Theory and Computation, vol. 9, no. 8, Aug. 2013, pp. 3364–74. Scopus, doi:10.1021/ct400036b.
Sedlak R, Janowski T, Pitoňák M, Řezáč J, Pulay P, Hobza P. Accuracy of quantum chemical methods for large noncovalent complexes. Journal of Chemical Theory and Computation. 2013 Aug 13;9(8):3364–3374.
Journal cover image

Published In

Journal of Chemical Theory and Computation

DOI

EISSN

1549-9626

ISSN

1549-9618

Publication Date

August 13, 2013

Volume

9

Issue

8

Start / End Page

3364 / 3374

Related Subject Headings

  • Chemical Physics
  • 3407 Theoretical and computational chemistry
  • 3406 Physical chemistry
  • 0803 Computer Software
  • 0601 Biochemistry and Cell Biology
  • 0307 Theoretical and Computational Chemistry