2016
DOI: 10.1103/physrevb.93.115434
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Scanning tunneling microscopy current from localized basis orbital density functional theory

Abstract: We present a method capable of calculating elastic scanning tunneling microscopy (STM) currents from localized atomic orbital density functional theory (DFT). To overcome the poor accuracy of the localized orbital description of the wave functions far away from the atoms, we propagate the wave functions, using the total DFT potential. From the propagated wave functions, the Bardeen's perturbative approach provides the tunneling current. To illustrate the method we investigate carbon monoxide adsorbed on a Cu(1… Show more

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Cited by 18 publications
(35 citation statements)
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“…In contrast to the metallic tips investigated here, for the case of a CO-functionalized tip, the symmetry of the tip state is drastically changed from σ to π , which results in the inversion of the STM image contrast for a CO molecule on the Cu(111) surface from dip to bump [31,35]. This change of the tip state is predicted to decrease the efficiency of the IETS considerably for a CO molecule on a metal surface [19], in contrast to the present case.…”
mentioning
confidence: 95%
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“…In contrast to the metallic tips investigated here, for the case of a CO-functionalized tip, the symmetry of the tip state is drastically changed from σ to π , which results in the inversion of the STM image contrast for a CO molecule on the Cu(111) surface from dip to bump [31,35]. This change of the tip state is predicted to decrease the efficiency of the IETS considerably for a CO molecule on a metal surface [19], in contrast to the present case.…”
mentioning
confidence: 95%
“…The IETS calculations are then performed at the point. [35,36], where the current on top of the CO molecule is larger for the four-atom tip than for the single-atom tip owing to the larger tip area from which electrons can tunnel. Figure 1(e) shows the IETS for CO molecules obtained with the singleatom tip [37] and the four-atom tip, where identical current set points are used for both tips.…”
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confidence: 99%
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“…In our previous development [9,25] of calculating STM images from localized-orbital DFT, we used the Bardeen's approximation [11] for the real-space propagated wave functions in the vacuum region. The wave functions are calculated on an equidistant discrete lattice utilizing a simple nearest-neighbour finite difference (FD) scheme.…”
Section: Methodology a Transmission Coefficientmentioning
confidence: 99%
“…Upon using the Bardeen's approximation we introduce a separation surface [9,25], S, in vicinity of the middle of the vacuum gap (where the total DFT potential reaches its maximum) and set the potential away from this slice as the average of the potential at S. The wave functions from the substrate, ϕ s , and the tip, ϕ t , are then computed equivalently, but separately from each side of the vacuum region.…”
Section: Methodology a Transmission Coefficientmentioning
confidence: 99%