2017
DOI: 10.1088/2399-1984/aa9015
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Multispectral absorptance from large-diameter InAsSb nanowire arrays in a single epitaxial growth on silicon

Abstract: Vertical III-V nanowires are capable of resonant absorption at specific wavelengths by tuning the nanowire diameter, thereby exceeding the absorption of equivalent thin films. These properties may be exploited to fabricate multispectral infrared (IR) photodetectors, directly integrated with Si, without the need for spectral filters or vertical stacking of heterostructures as required in thin film devices. In this study, multiple InAsSb nanowire arrays were grown simultaneously on Si by molecular beam epitaxy w… Show more

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Cited by 17 publications
(41 citation statements)
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“…Instead, InSb starts forming a shell around the InAs stem (see the Supplementary material). We can thus conclude that axial growth of InSb on InAs can only proceed in the presence of an In droplet through the VLS growth mode, while no axial growth occurs in the catalyst-free VS regime, as observed earlier in [14,15]. Figure 2b shows the diameter and length of InSb segment as a function of F Sb .…”
Section: Resultssupporting
confidence: 69%
See 1 more Smart Citation
“…Instead, InSb starts forming a shell around the InAs stem (see the Supplementary material). We can thus conclude that axial growth of InSb on InAs can only proceed in the presence of an In droplet through the VLS growth mode, while no axial growth occurs in the catalyst-free VS regime, as observed earlier in [14,15]. Figure 2b shows the diameter and length of InSb segment as a function of F Sb .…”
Section: Resultssupporting
confidence: 69%
“…Furthermore, the top InSb segment rapidly widens with respect to InAs stem [6][7][8][9][10][11][12][13]. Similar effect is observed for ternary InAsSb segments [14,15]. This radial extension of the InSb segment can be caused by several reasons, such as the droplet inflation with either In or Sb atoms, or a rapid radial growth on…”
Section: Introductionsupporting
confidence: 56%
“…The NW length increases superlinearly with time until it reaches the diffusion length of 1000 nm, after which the time evolution of length becomes sublinear. The further increase of ε up to its maximum value of 2/3 may lead to situations where the NW radius increases faster than the length so that NWs become nanodiscs, as in ref (5) for InAsSb NWs grown on InAs stems.…”
Section: Resultsmentioning
confidence: 99%
“…Concerning a typical nanowire diameter of 40–80 nm and an averaged inter‐distance of 110–220 nm, the fill factor, which is defined as the ratio of the nanowire cross‐section area to the pitch size, is evaluated to be ≈10%. Since both the lateral size and the separation of the nanowires are much smaller than mid‐infrared wavelengths, even when taking into account the refractive index of InAsSb (≈3.8 [ 61–63 ] ) and that of the polymer matrix (≈1.6 [ 50 ] ), the encapsulated nanowire array can be regarded as an effective medium with the diagonal components of the relative permittivity tensor expressed as εeff,x=εeff,y= (fefs)(εe εs) + [(fefs)(εe εs)]2+ 4εsεe2 εeff,z= fsεs + feεe where f s denotes the fill factor, f e = 1‐ f s , and ε s and ε e represent the relative permittivities of the InAsSb and the matrix, respectively. Equations () and () are based on the Bruggeman formalism derived by Mackay.…”
Section: Figurementioning
confidence: 99%