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  5. Improving the Efficiency of Electrostatic Embedding Using the Fast Multipole Method

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Article
English
2024

Improving the Efficiency of Electrostatic Embedding Using the Fast Multipole Method

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0 Files

English
2024
Journal of Computational Chemistry
Vol 46 (1)
DOI: 10.1002/jcc.27532

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Frank Neese
Frank Neese

Max Planck

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Pauline Colinet
Frank Neese
Benjamin Helmich‐Paris

Abstract

This paper reports the improvement in the efficiency of embedded-cluster model (ECM) calculations in ORCA thanks to the implementation of the fast multipole method. Our implementation is based on state-of-the-art algorithms and revisits certain aspects, such as efficiently and accurately handling the extent of atomic orbital shell pairs. This enables us to decompose near-field and far-field terms in what we believe is a simple and effective manner. The main result of this work is an acceleration of the evaluation of electrostatic potential integrals by at least one order of magnitude, and up to two orders of magnitude, while maintaining excellent accuracy (always better than the chemical accuracy of 1 kcal/mol). Moreover, the implementation is versatile enough to be used with molecular systems through QM/MM approaches. The code has been fully parallelized and is available in ORCA 6.0.

How to cite this publication

Pauline Colinet, Frank Neese, Benjamin Helmich‐Paris (2024). Improving the Efficiency of Electrostatic Embedding Using the Fast Multipole Method. Journal of Computational Chemistry, 46(1), DOI: 10.1002/jcc.27532.

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Publication Details

Type

Article

Year

2024

Authors

3

Datasets

0

Total Files

0

Language

English

Journal

Journal of Computational Chemistry

DOI

10.1002/jcc.27532

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