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SUMMARY:What’s the point of linear-scaling electronic structure methods?
  - Prof. Peter Haynes\, Imperial College London
DTSTART:20140213T141500Z
DTEND:20140213T151500Z
UID:TALK49847@talks.cam.ac.uk
CONTACT:Dr G Moller
DESCRIPTION:It is over 20 years since Yang proposed the first "divide-and-
 conquer" linear-scaling method [1]. Since then there has been a lot of fus
 s about the development of O(N) methods but relatively little to show for 
 it in terms of practical applications. In this talk I will suggest why thi
 s is the case and how it may be addressed. \n\nFirst\, I will briefly outl
 ine the scheme implemented in the ONETEP code [2]\, focussing on the in si
 tu optimisation of local orbitals that enables plane-wave accuracy to be a
 chieved. I will suggest that the resulting "non-orthogonal generalised Wan
 nier functions" may be used in a manner similar to maximally localised Wan
 nier functions e.g. to interpolate band structure. \n\nSecond\, I will sug
 gest three strategies for exploiting the capability of linear-scaling meth
 ods to perform large-scale electronic structure calculations\, each illust
 rated with an example. 1. low-dimensional systems where the configuration 
 space to be explored is relatively simple\, with reference to simulations 
 of entire polar semiconductor nanorods that are amenable to O(N) methods. 
 2. the role of linear-scaling methods in a multiscale approach\, such as t
 he fitting of classical force fields to explore configuration space by mol
 ecular dynamics\, as shown by the prediction of amyloid fibril structure u
 sing computational NMR spectroscopy. 3. theoretical spectroscopy to establ
 ish a direct link between simulation and experiment involving recent devel
 opment of local orbital methods for performing time-dependent density-func
 tional theory calculations to obtain optical absorption spectra.\n\n[1] Ph
 ys. Rev. Lett. 66\, 1438 (1991) <br>\n[2] www.onetep.org
LOCATION:TCM Seminar Room\, Cavendish Laboratory
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