Recent research on nanowires (NWs) demonstrated the ability of III-V semiconductors to adopt a different crystallographic phase when they are grown as nanostructures, giving rise to a novel class of materials with unique properties. Controlling the crystal structure however remains difficult and the geometrical constraints of NWs cause integration challenges for advanced devices. Here, we report for the first time on the phase-controlled growth of micron-sized planar InP films by selecting confined growth planes during template-assisted selective epitaxy. We demonstrate this by varying the orientation of predefined templates, which results in concurrent formation of zinc-blende (ZB) and wurtzite (WZ) material exhibiting phase purities of 100% and 97%, respectively. Optical characterization revealed a 70 meV higher band gap and a 2.5× lower lifetime for WZ InP in comparison to its natural ZB phase. Further, a model for the transition of the crystal structure is presented based on the observed growth facets and the bonding configuration of InP surfaces.
Recent research on nanowires (NWs) demonstrated the ability of III-V semiconductors to adopt a different crystallographic phase when they are grown as nanostructures, giving rise to a novel class of materials with unique properties. Controlling the crystal structure however remains difficult and the geometrical constraints of NWs cause integration challenges for advanced devices. Here, we report for the first time on the phase-controlled growth of micron-sized planar InP films by selecting confined growth planes during template-assisted selective epitaxy. We demonstrate this by varying the orientation of predefined templates, which results in concurrent formation of zinc-blende (ZB) and wurtzite (WZ) material exhibiting phase purities of 100% and 97%, respectively. Optical characterization revealed a 70 meV higher band gap and a 2.5× lower lifetime for WZ InP in comparison to its natural ZB phase. Further, a model for the transition of the crystal structure is presented based on the observed growth facets and the bonding configuration of InP surfaces.
Group III–V semiconductor
nanostructures are key components for high-speed electronic,[1] optoelectronic,[2] and
photovoltaic[3] applications due to their
favorable material properties and the flexibility to employ various
kinds of heterostructures.[4] One of the
main challenges is the formation of high-quality material, because
nanostructures and in particular grown NWs typically suffer from high
densities of planar defects (PDs) such as rotational twins and stacking
faults. PDs lead to lower performance by reducing quantum efficiency,
carrier lifetime, and mobility as well as introducing nonradiative
recombination centers and scattering planes.[5−7] Moreover, the
control of the crystal phase is of key importance because, for example,
for InP it has been reported both theoretically[8,9] and
experimentally[10,11] that the band structure varies
significantly between the cubic ZB and the related hexagonal WZ structure
resulting in a bandgap energy difference of about 70 meV and type-II
superlattices if they are intermixed.[12,13] While it is
obvious that uncontrolled polytypism limits the opportunities for
applications, the possibility to selectively tune electronic and optical
properties within the same material system by crystal phase engineering
results in a unique degree of freedom for enhancing the functionality
of emerging devices. Spirkoska et al. demonstrated the spatial carrier
confinement in quantum-well structures formed by ZB/WZ heterostructures
in GaAs,[14] whereas other materials such
as GaP, AlP, and Ge even change the bandgap from indirect to direct
when the crystal structure is converted from cubic to hexagonal.[8,15,16] These findings recently enabled
efficient emission in the amber-green region of the visible spectrum
from AlInP NWs[17] and may pave the way toward
SiGe light sources with a bandgap close to the telecommunication wavelength.[18] So far, however, the crystal phase remains challenging
to control and phase intermixing is a commonly observed problem for
III–V integration.[19−21] In addition, the two most explored
techniques, vapor–liquid–solid (VLS)[22] and selective area growth,[23] cannot surmount the size constraints of NWs with diameters below
a few hundreds of nanometers causing fundamental challenges for device
integration which is conventionally based on planar structures.In this study, we report on micron-sized InP layers epitaxially
deposited inside hollow SiO2 cavities on top of an InP(001)
substrate. We demonstrate that the crystal structure can be controlled
by confining and guiding the growth along specific crystalline directions,
namely ⟨100⟩ and ⟨110⟩ for ZB and WZ,
respectively. Thus, we achieve simultaneous formation of planar films
exhibiting both crystal phases at sizes up to 50 μm2. Crystal structure and defects are characterized by scanning transmission
electron microscopy (STEM) along with microphotoluminescence (μ-PL)
measurements and are found to be pure and without defects for ZB and
with a stacking-purity of about 97% for WZ crystals. This is the first
report demonstrating the fabrication of micron-sized WZ InP layers,
thus opening new pathways for exploring fundamental material properties
as well as establishing novel devices. Although InP was used as a
model system, to some extent these findings are expected to be valid
also for other compound semiconductor materials.To grow InP
films on InP(001), we employ a method similar to template-assisted
selective epitaxy (TASE)[24] but using much
larger and elongated seed areas as reported in tunnel epitaxy,[25] confined lateral selective epitaxial growth,[26] or conformal vapor phase epitaxy.[27] In essence, we pattern line seeds on top of
SiO2 covered InP(001) substrates, which are aligned along
various crystalline orientations and capped again with an SiO2 layer (Figure a top). Selective epitaxy of InP is carried out in an MOCVD reactor
using trimethylindium (TMIn) and tertiarybutylphosphine (TBP) at a
V/III precursor ratio of 100 and variable temperatures (Tgrowth) until the templates (L = 1 μm)
are filled (Figure a bottom). Growth rates are in the range of 0.5–1 μm/h
depending on reactor conditions with excellent selectivity to the
SiO2 cavity. See Methods for more
details on the process. An SEM top view micrograph of a typical crystal
exhibiting a width w = 5 μm is depicted in Figure b. Clear faceting
demonstrates the homoepitaxial and single-crystalline nature of the
deposition process and was observed irrespective of template width
up to 50 μm (the widest investigated in this study). A cross
sectional low-resolution bright field (BF)-STEM image of another crystal
is shown in Figure c.
Figure 1
Experimental implementation of confined growth planes. (a) From
top to bottom: empty SiO2 cavity as processed on top of
an InP(001) substrate, sketch of the selective epitaxy process, and
template after MOCVD growth. (b) SEM top view image of an InP crystal
after growth (colored in yellow). The crystal expands from the central
line seed toward the openings. Scale bar: 1 μm. (c) Low-resolution
BF-STEM image showing the cross section of a crystal (yellow) on top
of the InP(001) substrate (blue). Scale bar: 100 nm. (d,e) Illustrations
to show faceting along different growth orientations. {111} facets
and therefore PDs can only be formed when the crystals are grown along
⟨110⟩.
Experimental implementation of confined growth planes. (a) From
top to bottom: empty SiO2 cavity as processed on top of
an InP(001) substrate, sketch of the selective epitaxy process, and
template after MOCVD growth. (b) SEM top view image of an InP crystal
after growth (colored in yellow). The crystal expands from the central
line seed toward the openings. Scale bar: 1 μm. (c) Low-resolution
BF-STEM image showing the cross section of a crystal (yellow) on top
of the InP(001) substrate (blue). Scale bar: 100 nm. (d,e) Illustrations
to show faceting along different growth orientations. {111} facets
and therefore PDs can only be formed when the crystals are grown along
⟨110⟩.To demonstrate the effect of confined growth planes we compare
films grown from two different template orientations. In the first
case the line seed is oriented along ⟨100⟩ and the crystals
thus grow along another ⟨100⟩ direction perpendicular
to it (Figure d).
Given that there is a single growth front in parallel to the seed
line, which is typically observed in our experiments (compare Figure b), the local growth
direction must lie within the plane perpendicular to this seed line.
Low order facets in this direction include {100} and {110}, but notably
no {111} facets along which PDs could be formed. Thus, we expect pure
ZB phase for crystals grown along this direction.[21] InP grown along a ⟨110⟩ orientation in contrast
allows for different faceting, since both ⟨111⟩A and
⟨111⟩B directions are available locally and hence we
expect to obtain PDs as indicated in Figure e. In the second case, controlling the stacking
sequence would yield the possibility to transform the crystal phase
from ZB (ABC stacking) to other polytypes such as the WZ structure
(ABAB stacking).First, we characterize crystals grown along
the ⟨100⟩
direction using STEM. Figure a depicts a representative high-angle annular dark field (HAADF)
image of a film grown at standard conditions for InP growth (Tgrowth = 550 °C, V/III = 100). Note that
the zone axis is [−110] and thus not perpendicular to the growing
direction but rotated by 45°. The entire cross-section of the h = 50 nm high film is shown in this image. We have not
found any defects along the entire crystal and thus pure ZB phase
is obtained, which is attributed to the specific growth geometry and
the related absence of {111} facets. Figure b,c depict the corresponding fast Fourier
transform (FFT) pattern as well as a high-resolution (HR)-STEM image
showing the ABC type ZB stacking.
Figure 2
STEM investigation of an InP crystal grown
along ⟨100⟩.
(a) Cross-sectional overview of the film with height h = 50 nm. Scale bar: 10 nm. (b) Corresponding FFT pattern showing
ZB symmetry. (c) HR-image demonstrating the ABC type stacking. Scale
bar: 1 nm.
STEM investigation of an InP crystal grown
along ⟨100⟩.
(a) Cross-sectional overview of the film with height h = 50 nm. Scale bar: 10 nm. (b) Corresponding FFT pattern showing
ZB symmetry. (c) HR-image demonstrating the ABC type stacking. Scale
bar: 1 nm.Similarly, an InP film grown with
identical conditions but along
the ⟨110⟩ direction is shown in Figure a–e. First, we investigate the area
close to the beginning of the growth as seen from the [−110]
zone axis indicated in the BF-STEM micrograph in Figure b. We typically observe pure
ZB InP without PDs for the first few tens of nanometers (Figure a) but as soon as
the first PD occurs we immediately obtain a high defect density (∼1
PD/nm), as it is depicted in more detail in Figure c. We therefore conclude that the crystal
as it is expanding from the horizontal substrate follows growth directions
deviating from ⟨111⟩ in the beginning, however as soon
as the (111)A facet is present it remains stable and PDs can be formed
easily due to its high susceptibility to twinning. The presence of
these PDs also manifests itself in the corresponding FFT pattern presented
in Figure d. A single
rotational twin and the related inversion of the stacking sequence
is depicted in Figure e in more detail. In a second experiment, the growth temperature
is increased by 100 °C to Tgrowth = 650 °C by ramping up from 600 °C within the first 5
min to prevent desorption of the otherwise unstable InP (001) surface
under the growth conditions accessible in our MOCVD reactor. As shown
in Figures f the number
of ZB segments is reduced strongly. Although only a small area is
shown in this image, we observe similar crystal quality and defect
density throughout the entire template, apart from the area close
to the seed. The characteristic FFT pattern and ABAB stacking sequence
along the [0001]h direction are clearly visible in Figure g,h demonstrating
the formation of nearly pure WZ material. At the beginning of the
growth, we obtain pure ZB material again, followed by a short polytypic
region (∼20 nm), which we believe originates from the temperature
ramping procedure.
Figure 3
STEM investigation of InP films grown along ⟨110⟩.
(a,b) Cross-sectional overview of the crystal with height h = 50 nm close to the seed area. Scale bars: 10 and 100
nm. (c,f) HR-STEM images of InP crystals grown at 550 and 650 °C,
respectively. Colored areas represent ZB segments with the two possible
stacking orientations (ABC, CBA). Scale bars: 2 nm. (d,f) Corresponding
FFT patterns showing faulted ZB and WZ symmetry, respectively. (e,h)
Detailed micrographs of the crystal stacking. Scale bars: 1 nm.
STEM investigation of InP films grown along ⟨110⟩.
(a,b) Cross-sectional overview of the crystal with height h = 50 nm close to the seed area. Scale bars: 10 and 100
nm. (c,f) HR-STEM images of InP crystals grown at 550 and 650 °C,
respectively. Colored areas represent ZB segments with the two possible
stacking orientations (ABC, CBA). Scale bars: 2 nm. (d,f) Corresponding
FFT patterns showing faulted ZB and WZ symmetry, respectively. (e,h)
Detailed micrographs of the crystal stacking. Scale bars: 1 nm.We use statistical analysis proposed
by Joyce et al.[28] to quantify the crystalline
purity of our InP
films. Every deviation from the perfect ZB stacking order (ABC) is
accounted for as a single twinned bilayer (e.g. ABA). As the proportion of twinned bilayers in ZB InP is increased from
0 to 100%, the crystal phase is thus transferred to pure WZ. In Figure a, we employ this
analysis for different growth temperatures and directions by counting
PDs in HR-STEM images. We observe that the number of twinned bilayers
increases with temperature from 32% to 97% for films grown along ⟨110⟩
to nearly pure WZ at 650 °C. InP grown in ⟨100⟩-direction
on the other hand remains free of PDs and is pure ZB in any case.
Hence, we achieve simultaneous formation of both phases during the
same growth run as demonstrated in Figure b–g. Increasing the temperature further
is expected to result in even higher phase purity, however the TBP
pressure in our MOCVD reactor was not sufficient to stabilize the
InP surface under such conditions.
Figure 4
Simultaneous growth of ZB and WZ InP layers.
(a) Number of twinned
bilayers as a function of growth temperature for InP films grown along
⟨110⟩ and ⟨100⟩. Simultaneous formation
is achieved at 650 °C. (b,c) Colored top-view SEM images of typical
crystals. Scale bars: 1 μm. (d,e) HR-STEM images of InP crystals
grown along ⟨110⟩ and ⟨100⟩, respectively.
Scale bars: 2 nm. (f,g) Corresponding FFT patterns showing WZ and
ZB symmetry, respectively.
Simultaneous growth of ZB and WZ InP layers.
(a) Number of twinned
bilayers as a function of growth temperature for InP films grown along
⟨110⟩ and ⟨100⟩. Simultaneous formation
is achieved at 650 °C. (b,c) Colored top-view SEM images of typical
crystals. Scale bars: 1 μm. (d,e) HR-STEM images of InP crystals
grown along ⟨110⟩ and ⟨100⟩, respectively.
Scale bars: 2 nm. (f,g) Corresponding FFT patterns showing WZ and
ZB symmetry, respectively.To further confirm the crystal phase transition and purity,
we
perform μ-PL on individual crystals after removal from the underlying
InP substrate to exclude measurement interferences (see Methods for more details). Figure a depicts representative μ-PL emission
spectra of InP crystals grown along ⟨100⟩ and ⟨110⟩
respectively, as well as of bulk InP as a reference. The PL measurements
reveal a blueshift of about 70 meV for crystals grown along ⟨110⟩
with respect to bulk InP and crystals grown along the ⟨100⟩
direction. This shift, which is clearly observed for room temperature
(RT) and low T measurements, is thus attributed to
the phase change of the material. For WZ InP, we extract band gap
energies corresponding to 1.41 and 1.47 eV for 293 and 5 K, respectively,
which is in excellent agreement with previous reports on WZ InP NWs.[12,29] Additionally, at low T we obtain a much smaller
emission peak exactly at the position of bulk InP. This is believed
to be due to the area close to the seed line which is ZB irrespective
of template orientation. The fwhm of the spontaneous emission peaks
for crystals grown along ⟨100⟩ and ⟨110⟩
is comparable to the one measured for bulk InP indicating high material
quality and phase purity. Further, we use time-resolved PL (TRPL)
to assess the overall effective carrier lifetime in our InP films.
In Figure b we compare
TRPL-measurements performed at 5 K from two crystals obtained during
the same growth run and having the same defined morphology, the only
difference being the growth direction and thus crystal phase. We obtain
a 2.5-fold longer lifetime for ZB InP. According to the equivalent
crystal morphology and assuming that there is no fundamental difference
between the quality of the WZ and ZB InP surfaces, we thus conclude
that the shorter exciton recombination lifetimes are an inherent property
of the crystal phase and reflect the increased oscillator strength
of the optical transition at the Γ-point.[30,31] These findings suggest the enhanced light emission from WZ InP as
compared to its natural ZB crystal structure, which could result in
more efficient light sources.
Figure 5
PL measurements of ZB and WZ InP films. (a)
Normalized emission
spectra of typical crystals along with bulk InP(001) at RT as well
as 5 K. (b) Normalized TRPL measurements at 5 K demonstrate lifetime
differences of ZB and WZ InP crystals exhibiting the exact same morphology.
PL measurements of ZB and WZ InP films. (a)
Normalized emission
spectra of typical crystals along with bulk InP(001) at RT as well
as 5 K. (b) Normalized TRPL measurements at 5 K demonstrate lifetime
differences of ZB and WZ InP crystals exhibiting the exact same morphology.Next, we describe a model to explain
the structural transition
observed in crystals grown along the ⟨110⟩ direction.
It is crucial to understand which type of facets are formed during
the deposition process as they have a substantial influence on the
growth dynamics. For example, PDs, which are essential to facilitate
a phase transition, are exclusively formed along either the ZB ⟨111⟩A
or ⟨111⟩B direction. In Figure a, we show the end facets of a typical WZ
InP film, which consist out of a relatively small (0001)h A facet at the bottom and a larger (1-100)h facet perpendicular
to it. As sketched in Figure b, the stacking sequence can easily be changed along the ⟨0001⟩h direction which corresponds to the ⟨111⟩ direction
in ZB. Hence, a transition from ZB to WZ is possible without introducing
miscoordinated atoms.[32]
Figure 6
(a) End facets of a typical
InP film grown in ⟨110⟩
direction and exhibiting WZ phase. (b) Atomistic model for structural
transition in InP crystals. The variable stacking axis along the [0001]h A direction allows for an initial phase transition, which
needs to be maintained during growth by forming nuclei at the edge
toward the (1-100)h facet. In [1-100]h direction
the stacking is strongly fixed and the WZ structure is transferred
irrespective of growth conditions. (c) WZ InP film exhibiting a width w = 50 μm and a length L = 1 μm
demonstrating the scalability of this approach. Scale bar: 5 μm.
(a) End facets of a typical
InP film grown in ⟨110⟩
direction and exhibiting WZ phase. (b) Atomistic model for structural
transition in InP crystals. The variable stacking axis along the [0001]h A direction allows for an initial phase transition, which
needs to be maintained during growth by forming nuclei at the edge
toward the (1-100)h facet. In [1-100]h direction
the stacking is strongly fixed and the WZ structure is transferred
irrespective of growth conditions. (c) WZ InP film exhibiting a width w = 50 μm and a length L = 1 μm
demonstrating the scalability of this approach. Scale bar: 5 μm.The question remains, why under
certain conditions WZ stacking
is preferred over ZB, which is known to be more stable in bulk form.
Earlier experiments on vapor–liquid–solid (VLS) grown
NWs suggest that once a nucleus of critical size is formed it spreads
out laterally over the entire surface resulting in a layer-by-layer
deposition mechanism.[33,34] The orientation of the initial
nuclei for every layer therefore determines the stacking sequence
and thus the crystal phase of the resulting material. It is further
known from VLS growth that if such a nucleus is formed at the edge
to the (1-100)h facet, WZ is preferred to minimize the
overall surface energy, otherwise ZB stacking is energetically more
favorable under typical growth conditions.[35,36] Hence, it is important to control the position of the nuclei on
the (0001)h A surface to achieve control over the crystal
phase.Keeping this information in mind, we can have a closer
look at
the InP (111)A/(0001)h A surface. It is reported both theoretically[37] and experimentally[38] that its surface reconstruction is either In-rich (2 × 2) or
P-rich (3 × 3)R30° depending on growth
temperature and precursor partial pressures. In the former case, which
is at high Tgrowth,[37] to proceed growth on the In-terminated surface, P atoms
need to be adsorbed first. However, this bonding configuration is
thought to be weak since it has only a single bond toward the surface,
and the P atoms are desorbed easily.[4] We
thus speculate that under such conditions the formation of nuclei
exceeding the critical size becomes unlikely at the surface. Instead
new layers start to form at the edge toward the (1-100)h facet where a
high amount of dangling bonds is available and WZ phase is preferred
in analogy to the existing models for the much more explored VLS technique.[35] This model can explain how the WZ phase becomes
more dominant at higher Tgrowth, because
the direct nucleation at the surface is suppressed and new nuclei
are forced to be formed at the edge line. This is also in agreement
with the fact that we observe a decrease of the growth rate when Tgrowth is increased from 550 to 650 °C.Our model suggests that a low ratio between the (0001)hA surface and its accompanying edge to the neighboring (1-100)h facet is required to prevent ZB nucleation on the (0001)hA surface. Because in NW growth this ratio scales with diameter,
stable WZ formation has not been observed in NWs exceeding a few hundred
nanometers, nor in any planar epitaxy. For the same reason, increasing
the height (h) of InP films grown by TASE is expected
to result in polytypic material at a certain point. However, this
ratio is constant irrespective of another parameter in our constrained
geometry: the template width (w). We do not believe
that there is any restriction to this value, which would enable the
growth of arbitrarily wide crystals in a planar way. This was demonstrated
by growing WZ films exhibiting an area of 50 μm2,
as shown in Figure c. Using such planar films as virtual substrates by subsequently
transferring the crystal phase in vertical direction holds great promise
for integrating more complex WZ thin-film heterostructures, perfectly
suited for electro-optical devices.In conclusion, by carefully
selecting confined growth planes using
TASE, we achieved the concurrent growth of pure ZB and nearly pure
WZ InP films. Thus, we demonstrated a new pathway for facilitating
complete phase transitions in a III–V material system. STEM,
FFT, and PL analysis revealed the phase purity and optical quality
of the obtained crystals and demonstrated a blueshift for the WZ phase
in agreement with earlier literature reports on WZ InP NWs. By TRPL
measurements, we obtained lower exciton lifetimes in the WZ phase
which is a strong indicator for the increased oscillator strength
of the optical transition and the resulting enhanced light emission
of the material. We further proposed a model to describe our findings
and demonstrated the scalability of our approach by growing WZ InP
at sizes up to 50 μm2. Remarkably, the growth of
WZ InP has only been demonstrated in NW structures with the first
WZ film formation shown in this work. Our study provides a new route
for facilitating phase transitions in large area III–V material
growth, which could bring us one step closer to the integration of
a new class of optical devices with outstanding properties.
Methods
Template
Fabrication
Line seeds with nominal widths
of 50 nm were patterned along the ⟨100⟩ and ⟨110⟩
direction on a standard InP(001) wafer covered with 50 nm plasma-enhanced
chemical vapor deposited (PECVD) SiO2 by e-beam lithography
(EBL), reactive ion etching (RIE), and buffered hydrofluoric acid
(BHF). Seeds were protected with 4 nm atomic-layer deposited (ALD)
Al2O3 after which 50 or 100 nm amorphous Si
(α-Si) was sputtered for structural and optical characterization,
respectively. Sacrificial structures were patterned perpendicular
to the seed lines with varying widths and lengths using EBL, inductively
coupled plasma (ICP)-RIE, and a short diluted HF (DHF) dip to remove
the Al2O3 after which the actual 50 nm thick
SiO2 templates are deposited using ALD. The SiO2 is opened at the position furthest away from the seed line using
EBL, RIE, and DHF, and the α-Si within is etched using XeF2 chemistry. Finally, the protective Al2O3 at the seed line is removed by DHF directly before the growth.
InP Growth
InP film growth was performed by MOCVD using
TBP and TMIn at a total pressure of 60 Torr. Partial pressures for
TBP and TMIn were kept at 8.2 Pa and 82 mPa, respectively, to achieve
a nominal V/III ratio of 100. Upon loading, the reactor was heated
in a TBP atmosphere, and deposition was initiated subsequently by
introducing TMIn. Growth temperature was held constant for growth
at 550 and 600 °C and ramped up from 600 °C within the first
5 min for growth at 650 °C to prevent desorption of the thermally
unstable InP(001) substrate surface at the seed line. Growth times
were varied between 40 and 60 min. After growth, substrates were cooled
under a TBP atmosphere until reaching a temperature below 300 °C.
Structural Characterization
The structural quality
of individual crystals was investigated by scanning transmission electron
microscopy (STEM) along the [-110] zone axis. The sample lamellas
were prepared by means of a FEI Helios Nanolab 450S focused ion beam
either in parallel to the growth direction for films grown along ⟨110⟩
or rotated by 45° for crystals grown along ⟨100⟩.
BF and HAADF micrographs were generated using a double spherical aberration-corrected
JEOL JEM-ARM200F microscope operated at 200 kV.
Optical Characterization
For optical characterization,
crystals were transferred from their growth substrate to a piece of
polystyrene (PS) after stripping the SiO2 templates with
BHF. Two different μ-PL setups were employed. At RT, a continuous
laser source at 633 nm was used to excite the InP layers in ambient
conditions, whereas for measurements at 5 K the crystals were pumped
using a pulsed supercontinuum laser at 640 nm (pulse length 15 ps
at 78 MHz repetition rate) in vacuum. Both setups, RT and low T, excite, as well as collect the photoluminescent response
from the top using a 50× objective and they are linked to a liquid
nitrogen-cooled SiCCD and InGaAs detector, respectively. TRPL measurements
are performed at 5 K using the supercontinuum laser at 640 nm and
78 MHz, as well as a cooled InGaAs single-photon detector.
Authors: Robyn L Woo; Rui Xiao; Yoji Kobayashi; Li Gao; Niti Goel; Mantu K Hudait; Thomas E Mallouk; R F Hicks Journal: Nano Lett Date: 2008-12 Impact factor: 11.189
Authors: Patrick Parkinson; Hannah J Joyce; Qiang Gao; Hark Hoe Tan; Xin Zhang; Jin Zou; Chennupati Jagadish; Laura M Herz; Michael B Johnston Journal: Nano Lett Date: 2009-09 Impact factor: 11.189
Authors: Kun Li; Hao Sun; Fan Ren; Kar Wei Ng; Thai-Truong D Tran; Roger Chen; Connie J Chang-Hasnain Journal: Nano Lett Date: 2013-12-16 Impact factor: 11.189
Authors: Rienk E Algra; Marcel A Verheijen; Magnus T Borgström; Lou-Fé Feiner; George Immink; Willem J P van Enckevort; Elias Vlieg; Erik P A M Bakkers Journal: Nature Date: 2008-11-20 Impact factor: 49.962
Authors: L Gagliano; M Kruijsse; J D D Schefold; A Belabbes; M A Verheijen; S Meuret; S Koelling; A Polman; F Bechstedt; J E M Haverkort; E P A M Bakkers Journal: Nano Lett Date: 2018-05-14 Impact factor: 11.189
Authors: Elham M T Fadaly; Alain Dijkstra; Jens Renè Suckert; Dorian Ziss; Marvin A J van Tilburg; Chenyang Mao; Yizhen Ren; Victor T van Lange; Ksenia Korzun; Sebastian Kölling; Marcel A Verheijen; David Busse; Claudia Rödl; Jürgen Furthmüller; Friedhelm Bechstedt; Julian Stangl; Jonathan J Finley; Silvana Botti; Jos E M Haverkort; Erik P A M Bakkers Journal: Nature Date: 2020-04-08 Impact factor: 49.962