Peter D. Haynes

Affiliations: 
Materials Imperial College London, London, England, United Kingdom 
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Wang K, Molteni C, Haynes PD. (2022) Localized Soft Vibrational Modes and Coherent Structural Phase Transformations in Rutile TiO Nanoparticles under Negative Pressure. Nano Letters
Gołębiowski JR, Kermode JR, Haynes PD, et al. (2020) Correction: Atomistic QM/MM simulations of the strength of covalent interfaces in carbon nanotube-polymer composites. Physical Chemistry Chemical Physics : Pccp. 22: 14375
Gołębiowski JR, Kermode JR, Haynes PD, et al. (2020) Atomistic QM/MM simulations of the strength of covalent interfaces in carbon nanotube-polymer composites. Physical Chemistry Chemical Physics : Pccp. 22: 12007-12014
Prentice JCA, Aarons J, Womack JC, et al. (2020) The ONETEP linear-scaling density functional theory program. The Journal of Chemical Physics. 152: 174111
Skylaris CK, Haynes PD. (2020) Erratum: "Achieving plane wave accuracy in linear-scaling density functional theory applied to periodic systems: A case study on crystalline silicon" [J. Chem. Phys. 127, 164712 (2007)]. The Journal of Chemical Physics. 152: 119901
Skylaris CK, Haynes P, Mostofi AA, et al. (2020) Corrigendum: Using ONETEP for accurate and efficient O(N) density functional calculations (2005 J. Phys.: Condens. Matter 17 5757). Journal of Physics. Condensed Matter : An Institute of Physics Journal
Haynes P, Skylaris CK, Mostofi AA, et al. (2020) Corrigendum: Density kernel optimization in the ONETEP code (2008 J. Phys.: Condens. Matter 20 294207). Journal of Physics. Condensed Matter : An Institute of Physics Journal
Skylaris CK, Haynes P, Mostofi AA, et al. (2020) Corrigendum: Recent progress in linear-scaling density functional calculations with plane waves and pseudopotentials: the ONETEP code (2008 J. Phys.: Condens. Matter 20 064209). Journal of Physics. Condensed Matter : An Institute of Physics Journal
Mostofi AA, Skylaris C, Haynes PD, et al. (2020) Corrigendum to “Total-energy calculations on a real space grid with localised functions and a plane-wave basis” [Comput. Phys. Comm. 147/3 (2002) 788–802] Computer Physics Communications. 252: 107232
Skylaris C, Haynes PD, Mostofi AA, et al. (2020) Implementation of linear‐scaling plane wave density functional theory on parallel computers (Phys. Status Solidi B 2006, 243, 973–988) Physica Status Solidi B-Basic Solid State Physics. 257: 2000102
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