We report on a template-stripping method for the direct surface patterning of colloidal quantum-dot thin films to produce highly luminescent structures with feature sizes less than 100 nm. Through the careful design of high quality bull's-eye gratings we can produce strong directional beaming (10° divergence) with up to 6-fold out-coupling enhancement of spontaneous emission in the surface-normal direction. A transition to narrow single-mode lasing is observed in these same structures at thresholds as low as 120 μJ/cm2. In addition, we demonstrate that these structures can be fabricated on flexible substrates. Finally, making use of the size-tunable character of colloidal quantum dots, we demonstrate spectrally selective out-coupling of light from mixed quantum-dot films. Our results provide a straightforward route toward significantly improved optical properties of colloidal quantum-dot assemblies.
We report on a template-stripping method for the direct surface patterning of colloidal quantum-dot thin films to produce highly luminescent structures with feature sizes less than 100 nm. Through the careful design of high quality bull's-eye gratings we can produce strong directional beaming (10° divergence) with up to 6-fold out-coupling enhancement of spontaneous emission in the surface-normal direction. A transition to narrow single-mode lasing is observed in these same structures at thresholds as low as 120 μJ/cm2. In addition, we demonstrate that these structures can be fabricated on flexible substrates. Finally, making use of the size-tunable character of colloidal quantum dots, we demonstrate spectrally selective out-coupling of light from mixed quantum-dot films. Our results provide a straightforward route toward significantly improved optical properties of colloidal quantum-dot assemblies.
Colloidal
quantum dots (cQDs),
or semiconductor nanocrystals, are highly versatile building blocks
that combine size-tunable optical properties with low-cost wet-chemical
processing.[1,2] High quantum yields (>90%)[3] and spectrally narrow emission throughout the
visible-near-infrared
range[4] have placed cQDs among the highest
color-quality emitters available, while at the same time outperforming
most organic emitters in terms of photostability.[5] A number of cQD-based display[6,7] and lighting
technologies[8−10] have recently emerged, while backlit display systems
have already entered the market.[11] With
internal conversion efficiencies of cQDs approaching unity, the light-extraction
efficiencies from cQD films have become the limiting factor in terms
of brightness. As is inherent to such high refractive-index layers,
a significant portion of the emission undergoes internal reflection
and gets trapped into waveguiding modes, leading to reabsorptive losses
and reduced brightness. To overcome this issue, research efforts are
increasingly shifting toward the development of nanophotonic light-management
strategies that improve the out-coupling from these materials.A number of successful photonic strategies for enhanced extraction
of cQD emission have been developed recently. These include, for example,
external out-coupling schemes in which the cQDs are coupled to plasmonic[12] or photonic-crystal[13] structures or are embedded in photonic microcavities.[14] While these external out-coupling schemes can
provide strongly enhanced[15] and highly
directional[12] extraction of cQD emission,
it remains challenging to achieve these characteristics without significantly
increasing the complexity of the overall system. A conceptually more
straightforward approach would be to pattern the high refractive-index
cQD film directly. Direct patterning of the light-emitting layer has
been successfully applied in organic light-emitting polymers, for
example, by structuring the surface with linear or circular Bragg
gratings.[16,17]Bragg scattering of waveguided light
leads to constructive interference
of emission in the out-of-plane direction when the in-plane momentum
is conserved. The angle of out-coupling θ with respect to the
surface normal for a given emission wavelength λem and a grating periodicity Λ is then governed by the Bragg
condition, given bywhere k0 is the
wavevector of the outcoupled light, kwg is the wavevector of the waveguided light, kg is the Bragg vector, neff is
the effective refractive index of the waveguide mode, and m is the diffraction order. Hence, first order diffraction
allows waveguided light to scatter in the out-of-plane (θ =
0) normal direction when λem = Λ·neff. In a circularly symmetric bull’s-eye
grating, where momentum matching is satisfied for each radial direction,
this results in a distinct beaming of fluorescence from the center
of the structure.[18] Additionally, while
the first-order diffraction couples the emission out vertically, the
second-order diffraction can provide in-plane feedback, a concept
that has been successfully employed to construct surface-emitting
Bragg lasers.[19]The fabrication of
Bragg gratings requires high-quality subwavelength
patterning of the surface of the light-emitting film. In organic films,
Bragg gratings have been fabricated using, for example, soft lithography
or stamping.[16,19,20] Even though cQDs profit from many of the advantages of solution
processability, few methods exist to produce patterned assemblies
with submicron resolution.[21] Inkjet[22] and electrohydrodynamic[23] printing techniques have been developed to produce patterned films
and are capable of achieving submicron resolution. However, the structural
definition of taller structures is poor for these techniques, making
them unsuitable for high-quality photonic Bragg gratings. Soft lithography
and stamping techniques do exist for cQD solids,[7,24] but
submicron resolution is challenging. In particular, the reduced structural
cohesion of cQD solids as compared to most organic materials makes
patterning of cQD solids using soft lithography more prone to pattern
distortion. Pattern definition using electron beam lithography in
combination with lift-off techniques would potentially allow for higher-resolution
patterning of taller structures.[25] However,
while such techniques have yielded patterned cQD films for electronic
applications[25] photonic structuring has
not yet been reported. Finally, alternative strategies for printing,[26] patterning,[27] and
soft-lithography[28,29] have been developed using matrix-embedded
cQD films, though the use of such composite films has the distinct
disadvantage of diluted emitter concentration, which inevitably places
limitations on the emission intensity.Here, we present a new
methodology for the direct patterning of
cQD assemblies using template stripping, yielding significant improvements
in the out-coupling efficiency of cQD emission using surface-patterned
bull’s eye gratings. Our fabrication method is similar to template
stripping techniques used to fabricate patterned metal films[30] and macroscale assemblies of plasmonic nanoparticles.[31]Figure a shows a schematic of the process. Patterned silicon templates
are fabricated using standard electron-beam lithography and reactive
ion etching and are subsequently coated with a self-assembled monolayer
using a previously reported[32,33] octadecyltrichlorosilane
(ODTS) treatment (see Methods for details).
The cQDs are then drop-cast onto the template to form a dense and
continuous layer. In the next step, a glass backing substrate is attached
to the colloidal film using an ultraviolet-curable epoxy. In a final
step, the colloidal film is mechanically peeled off the template to
expose the patterned surface defined by the template. The template
can be reused after a simple cleaning procedure. The use of the high-quality
self-assembled monolayer on the silicon template is essential to the
success of this technique. Template stripping relies on a well-defined “weakest
link” in the layer stack. Without the self-assembled monolayer,
the adhesion between the cQDs and the template would be competing
with the cQD–cQD adhesion in the film itself.[7] Using our technique, lateral feature sizes as small as
100 nm are achievable, while feature heights as tall as 100 nm were
reproducibly obtained (see Supporting Information).
Figure 1
(a) Schematic of the template-stripping technique for fabricating
surface-patterned cQD films. (b) Photograph of ultraviolet-illuminated
patterned films of red-, green-, and blue-emitting cQDs that were
fabricated using template stripping. On the left-hand side, the corresponding
templates of 2 × 2 cm each are shown. (c) Fluorescence microscopy
image of an array of bull’s-eye gratings of 300 concentric
circles each on a red-emitting cQD film. The pitch of these gratings
varies from Λ = 550 nm on the left to Λ = 300 nm on the
right with 50 nm decrements. (d,e) Scanning electron micrographs at
different magnifications of a bull’s-eye grating with a pitch
of 550 nm. Scale bars are 2 μm and 200 nm.
(a) Schematic of the template-stripping technique for fabricating
surface-patterned cQD films. (b) Photograph of ultraviolet-illuminated
patterned films of red-, green-, and blue-emitting cQDs that were
fabricated using template stripping. On the left-hand side, the corresponding
templates of 2 × 2 cm each are shown. (c) Fluorescence microscopy
image of an array of bull’s-eye gratings of 300 concentric
circles each on a red-emitting cQD film. The pitch of these gratings
varies from Λ = 550 nm on the left to Λ = 300 nm on the
right with 50 nm decrements. (d,e) Scanning electron micrographs at
different magnifications of a bull’s-eye grating with a pitch
of 550 nm. Scale bars are 2 μm and 200 nm.Making use of the size-tunable character of the quantum dots,
films
of different colors can be prepared. Figure b shows a photograph of ultraviolet-illuminated
patterned films of red-emitting CdSe/CdZnS (λem =
622 nm), green-emitting CdSe/CdZnS (λem = 526 nm),
and blue-emitting CdS/ZnS (λem = 460 nm) core/shell
cQDs that were fabricated using template stripping. On the left-hand
side, the corresponding templates of the three films are shown. The
absence of fluorescence from the central region of the template demonstrates
that the films are stripped completely. The pattern transfer is highly
uniform across large areas and shows high fidelity down to the submicron
level, as is evidenced by both fluorescence microscopy imaging (Figure c) and high-resolution
scanning electron microscopy (Figure d,e) of bull’s-eye grating structures at the
surface of a red-emitting cQD film.The bull’s-eye gratings
shown in Figure c
show a clear pitch-dependent intensity
of the spontaneous emission. The substrate contains an array of gratings,
each with 300 concentric circles and a 50% fill factor. These structures
are patterned onto the surface of a 50 nm thick red-emitting cQD film
(λem = 622 nm). From left to right, the grating pitch
varies from Λ = 550 to 300 nm with 50 nm decrements. The brightest
emission in the low numerical aperture image (N.A. = 0.06) is observed
for the circular grating with a pitch of Λ = 400 nm, indicative
of Bragg scattering of waveguided light along the surface normal.
Before discussing the out-coupling enhancement and the improved brightness
of our films, we first focus on the angular dependence of the Bragg
scattering for the different pitches.To obtain more insight
into the angular dependence of the emission
from the different bull’s-eye gratings, we performed k-space
imaging with high numerical aperture (N.A. = 0.8) light collection.
Normalized k-space color maps taken at the center of the bull’s-eye
gratings of different pitches (Λ between 500 and 300 nm) are
shown in Figure a,
and vertical line traces across the center of the k-space maps are
shown in Figure b
(for Λ = 400, 450, and 500 nm). Indeed, the enhanced emission
for the bull’s-eye grating with pitch Λ = 400 nm is centered
at small k-vectors, indicating fluorescent beaming in the surface-normal
direction. The resonant out-coupling occurs at different angles for
both smaller and larger pitches, resulting in the observed donut-like
emission patterns in k-space, with the pitch dependence of the angle
of out-coupling following the Bragg condition given by eq (see Figure S2). From the full-width-at-half-maximum (fwhm) of the Λ
= 400 nm line-trace in Figure b we measure the divergence of the beam to be 10.6°.
Figure 2
(a) Normalized k-space color maps of fluorescent
emission from the right-most five bull’s-eye gratings of Figure c (Λ = 500–300
nm). Dashed white lines indicate the numerical aperture of the objective
(N.A. = 0.8). (b) Vertical line traces at k/k0 = 0 through the k-space color maps of the left most three panels of panel
a (Λ = 500, 450, and 400 nm). Traces are normalized to the maximum
nonresonant intensity. (c) Normalized spectral-angular color map of
the Λ = 400 nm bull’s eye grating. Dashed white lines
are fits to eq (see
text for details). (d) Enhancement of fluorescence out-coupling from
the Λ = 400 nm bull’s eye grating as compared to the
nonresonant case, as a function of the collection cone (see inset
for schematic).
(a) Normalized k-space color maps of fluorescent
emission from the right-most five bull’s-eye gratings of Figure c (Λ = 500–300
nm). Dashed white lines indicate the numerical aperture of the objective
(N.A. = 0.8). (b) Vertical line traces at k/k0 = 0 through the k-space color maps of the left most three panels of panel
a (Λ = 500, 450, and 400 nm). Traces are normalized to the maximum
nonresonant intensity. (c) Normalized spectral-angular color map of
the Λ = 400 nm bull’s eye grating. Dashed white lines
are fits to eq (see
text for details). (d) Enhancement of fluorescence out-coupling from
the Λ = 400 nm bull’s eye grating as compared to the
nonresonant case, as a function of the collection cone (see inset
for schematic).The width of the divergence
is partially a result of spectral broadening
of the resonance. The full spectral-angular response of the Λ
= 400 nm bull’s eye grating is shown in Figure c. This spectral–angular color map
is obtained by dispersing the k-space line trace
of Figure b using
an imaging spectrograph. Despite the narrow emission line width of
the cQD ensemble, it is clear that distinct variations in the emission
angle are present across the width of the emission spectrum. The shifting
of the resonance as a function of wavelength can be fitted to eq , using the effective refractive
index (neff) of the waveguided mode as
the only fit parameter. Good agreement is found for neff = 1.6 ± 0.1, as can be seen from the dashed white
lines in Figure c.
This value for neff is reasonable considering
the sample geometry and the refractive index of our cQD material (n = 1.8), as confirmed by simulations of the photonic band
structure (see Figure S3). At the point
of narrowest divergence, located at 638 nm, the divergence measures
a fwhm of 6.1°. It is interesting to note that this value for
spectrally resolved divergence approaches those reported for cQD ensembles
coupled to circular plasmonic gratings, where a divergence of 3.5–4.5°
was recently reported.[34,35]Aside from controlling
the directionality of emission, our simple
surface patterning strategy dramatically enhances the overall brightness
of the cQD films. To quantify this, we compare the angular emission
profile from the Λ = 400 nm bull’s-eye grating (see red
line in Figure b)
with the experimentally obtained angular emission profile from the
nonresonant background. The out-coupling enhancement factor as a function
of the collection cone is shown in Figure d. Integrated over a wide collection cone
(>100°), our patterned film emits almost twice as much as
compared
to the unpatterned case. Moreover, in the direct out-of-plane direction,
the strong beaming effect results in over 6-fold enhancement of out-coupling.
It is important to note that these values are hemispherical enhancement
factors. Further improvements in the directionality can be achieved
using for example back reflectors (see Figure S5).Beyond the out-coupling enhancement of spontaneous
emission, our
bull’s-eye gratings also enable significantly improved stimulated
emission characteristics. As previously mentioned, Bragg grating structures
can provide both enhanced out-coupling through the first-order diffraction,
as well as feedback in the in-plane direction through second-order
diffraction. To promote efficient in-plane feedback, we have fabricated
bull’s-eye gratings using slightly thicker films (100 nm) to
provide better confinement of the waveguide mode. Indeed, under increasing
excitation power we observe a clear transition from spontaneous emission
to stimulated emission. This transition is characterized by a distinct
spectral narrowing and sharp increase in the output power of the emission,
an example of which is shown in Figure a for a red-emitting Λ = 374 nm bull’s-eye
grating. The spectral narrowing results in a single-mode emission
peak at 638 nm (neff = 1.7) with a line-width
of 0.7 nm (2 meV) and a total intensity increase of over an order
of magnitude before reaching saturation (see inset of Figure a). Spectral changes are accompanied
by a reduction in the beam divergence from around 10° (174 mrad)
for spontaneous emission down to 0.6° (10 mrad) for lasing, as
can be seen from the k-space map in Figure b. The lasing from these structures
exhibits low thresholds, consistently below 150 μJ/cm2 and in some cases as low as 110 μJ/cm2. These thresholds
are comparable to those obtained using more complex microcavity structures
or external distributed feed-back schemes.[29,36,37] Low-threshold lasing is indicative of efficient
in-plane feedback and low-loss waveguiding and is therefore a further
confirmation of the high structural fidelity of our patterned films.
Figure 3
(a) Normalized
emission spectra of a red-emitting Λ = 374
nm bull’s-eye grating below (gray line) and above (red line)
the stimulated emission threshold. Inset: Total emission intensity
as a function of energy density of the pump excitation, showing a
clear threshold for stimulated emission at 120 μJ/cm2 for this structure. (b) k-space color map on a
logarithmic intensity scale of the emission of a bull’s-eye
grating above the lasing threshold, indicating the fwhm divergence
of 0.6°. Dashed white lines indicate the numerical aperture of
the objective (N.A. = 0.8).
(a) Normalized
emission spectra of a red-emitting Λ = 374
nm bull’s-eye grating below (gray line) and above (red line)
the stimulated emission threshold. Inset: Total emission intensity
as a function of energy density of the pump excitation, showing a
clear threshold for stimulated emission at 120 μJ/cm2 for this structure. (b) k-space color map on a
logarithmic intensity scale of the emission of a bull’s-eye
grating above the lasing threshold, indicating the fwhm divergence
of 0.6°. Dashed white lines indicate the numerical aperture of
the objective (N.A. = 0.8).An interesting aspect of the template stripping method is
the ability
to release the epoxy layer together with the patterned cQD film from
the glass substrate using a razor blade. The resulting freestanding
flexible structure (Figure a) maintains the optical characteristics in terms of enhanced
out-coupling as well as distributed feedback lasing. To demonstrate
this, we illuminate one of the bull’s-eye gratings on a flexible
substrate above the lasing threshold and project the resulting beam
onto a white card, as is shown in Figure b. Consistent with the highly directional
emission from these structures, a clear circular beam with a Gaussian
profile is observed. Whereas earlier reports of flexible cQD lasers
required relatively high pump fluences,[38−40] our template stripping
method provides a straightforward route to low-threshold, single mode,
and flexible lasing sources that may further facilitate their application
in spectroscopic assays, as well as future projection and display
technologies.[41]
Figure 4
(a) Photograph of an
ultraviolet-illuminated flexible film of red-emitting
cQDs with an array of surface-patterned gratings. (b) Photograph of
the lasing beam emitted from a bull’s-eye grating (Λ
= 374 nm) on the flexible film when illuminated above lasing threshold
(210 μJ/cm2).
(a) Photograph of an
ultraviolet-illuminated flexible film of red-emitting
cQDs with an array of surface-patterned gratings. (b) Photograph of
the lasing beam emitted from a bull’s-eye grating (Λ
= 374 nm) on the flexible film when illuminated above lasing threshold
(210 μJ/cm2).As a final demonstration of the versatility of the template
stripping
method, we fabricated bull’s eye gratings with different pitches
onto a mixed red-green-blue (RGB) cQD film to provide color tuning
of spontaneous emission through spectrally selective out-coupling.
This combined spectral tunability of both the cQD building block as
well as the photonic grating structure is a unique feature of our
wavelength-scale patterned of cQD films. A fluorescence image of the
resulting structures is shown in Figure a. The emission from the unpatterned film
in the background consists of a mix of the three individual colors
to make up the spectrum displayed in Figure b. Each of the patterned Bragg gratings enhances
a select portion of the emission spectrum of the mixed film in the
surface-normal direction, leading to the varying colors observed in Figure a and the corresponding
spectra shown in Figure b. Effectively, the different patterns shift the color gamut of the
out-coupled light from the mixed RGB film (see Supporting Information for more details). The green and red
color channels are most widely tunable, whereas tuning of blue channel
is less effective. This is perhaps not surprising because the higher
energy blue emission in the mixed film experiences more losses due
to reabsorption by red and green dots. Reabsorption leads to reduced
waveguiding, less interference, and thus less enhancement of the out-coupling
through the first-order Bragg diffraction. A potential solution to
reabsorption losses is to use Stoke-shift engineered cQDs,[42] where significant absorption for each color
only occurs at wavelengths shorter than 450 nm (i.e., at energies
above the blue emission spectrum). Nevertheless, as shown in Figure b, significant color
shifts can be achieved for the different Bragg patterns with the current
mixed films.
Figure 5
(a) Fluorescence microscopy image of an array of bull’s-eye
gratings patterned into a RGB-emitting mixed cQD film with 300 rings
each and a pitch decreasing from top to bottom in 25 nm steps from
Λ = 400–275 nm. (b) Emission spectra of the unpatterned
and patterned RGB-emitting mixed cQD film (N.A. = 0.2).
(a) Fluorescence microscopy image of an array of bull’s-eye
gratings patterned into a RGB-emitting mixed cQD film with 300 rings
each and a pitch decreasing from top to bottom in 25 nm steps from
Λ = 400–275 nm. (b) Emission spectra of the unpatterned
and patterned RGB-emitting mixed cQD film (N.A. = 0.2).The demonstrated spatially and spectrally selective
out-coupling
of emission provides new levels of control over the optical properties
of cQD assemblies. While previous strategies required complex photonic
crystal[13] or plasmonic[43] structures to achieve such photonic control, the presented
method of high-resolution direct patterning provides a straightforward
and cost-effective route toward flexible devices with enhanced and
directional out-coupling of emission. In particular, the out-coupling
enhancement of spontaneous and stimulated emission from patterned
films has direct technological relevance in the use of cQD assemblies
in optical down-conversion for backlight displays,[11] LEDs,[6] and single-mode surface-emitting
lasers.[41]
Methods
Template Fabrication
Patterned silicon (100) templates
were fabricated using standard e-beam lithography and reactive ion
etching techniques (see Supporting Information for details). Patterned templates were cleaned using O2 plasma (600W, 3 min.) and piranha treatment (1:1 H2O2/H2SO4, 15 min.). The templates were
subsequently coated with a dense self-assembled monolayer (SAM) using
a previously reported octadecyltrichlorosilane treatment.[32] The resulting hydrophobic surface yields a contact
angle >110°.
Template Stripping
Red-emitting
CdSe/CdZnS (λem = 622 nm), green-emitting CdSe/CdZnS
(λem = 526 nm), and blue-emitting CdS/ZnS (λem = 460
nm) core–shell quantum dots were synthesized based on previously
reported procedures (see Supporting Information for details).[44−47] All three cQD systems have a comparable total core–shell
particle diameter of approximately 10–12 nm. Special care was
taken in the isolation of the quantum dots to remove unreacted material
and excess ligands, since this significantly improves the homogeneity
of drop casting in the following step and the ability to clean the
templates for future use. cQDs were drop-cast from 9:1 hexane/octane
solutions with optical densities (1 cm optical path length) at the
first excitonic peak of 2.0 (red and blue) and 6.0 (green), using
35 μL for a 20 × 20 mm template size. Mixed RGB films were
prepared using a ratio of 1:3:15 of red, green, and blue solutions
in 9:1 hexane/octane of before mentioned optical densities. Using
these drop-cast conditions, a cQD backing-layer of ∼50 nm thickness
is formed on top of the patterns. Red-emitting films for lasing were
prepared from a solution with an optical density of 4.0 to achieve
thicker backing-layers of ∼100 nm for improved feedback of
the waveguided mode. Template stripping was performed by placing a
drop of epoxy (NOA 61, Norland Products) on the cQD film after drying
and gently placing a glass slide on top. The epoxy was allowed to
flow toward the edges of the template until only the corners were
free, after which it was cured with a 365 nm UV lamp for 30 min. After
curing, the silicon template was separated from the cQD/epoxy/glass
stack by placing a razor blade between the silicon template and the
glass slide at one of the corners of the template, thereby exposing
the patterned cQD film. For freestanding flexible films of cQDs on
epoxy, a razor blade was used to separate the epoxy layer from the
glass slide. Templates can be cleaned for future use through ultrasonication
in chloroform for 5 min. The SAM maintains sufficient quality for
10–15 drop casts, although best results are generally obtained
with freshly prepared SAMs. An O2 plasma (600 W, 10 min)
and piranha treatment (1:1 H2O2/H2SO4, 15 min.) can be used to remove the SAM, making the
template ready for a new octadecyltrichlorosilane treatment.
Fluorescence
Microscopy
Optical characterization was
performed using an inverted microscope (Nikon, TE200) equipped with
a high-pressure mercury lamp (365 nm excitation). Fluorescence was
collected using a 2× (N.A. 0.06) or 10× objective (N.A.
0.2), relay optics (focal length of f = 100 mm) and
an imaging spectrograph (Horiba, Triax 320, 150 gr/mm grating) equipped
with a nitrogen-cooled CCD detector (Princeton Instruments, Spec-10).
Fluorescence microscopy images were recorded using a Nikon D3200 digital
camera (white balance 3500K). For k-space imaging,
fluorescence was collected using a 50× objective (Nikon, TU Plan
Fluor, N.A. 0.8) and a 60 mm Fourier lens was used to project the
back aperture of the objective onto the entrance slit of the imaging
spectrograph. The k-space color maps were recorded
using a fully opened slit and zero dispersion. Spectral-angular color
maps were recorded using a 25 μm slit opening and spectral dispersion
using a 150 gr/mm grating.
Lasing Experiments
The 450 nm pulses
(∼340 fs
pulse duration, 1 kHz repetition rate) were generated by a collinear
optical parametric amplifier (Spectra-Physics, Spirit-OPA) pumped
by a 1040 nm pump laser (Spectra-Physics, Spirit-1040-8). After appropriate
spectral filtering, the beam was directed through a gradient neutral
density filter wheel to adjust the pulse power (Thorlabs, NDC-50C-2M-B).
After beam expansion and collimation, a small portion of the beam
was directed to a photodiode to monitor the pump power (Thorlabs,
DET110). The rest of the beam was passed through a defocusing lens
(f = 150 mm) into an inverted microscope (Nikon,
Eclipse Ti-U). The beam was then directed upward to the sample using
a 488 nm long pass dichroic beamsplitter through a 50× air objective
(Nikon, TU Plan Fluor, N.A. 0.8). The defocusing lens was adjusted
to provide a spot size of ∼90 um. The spot size was determined
from the image of the photoluminescence from a flat portion of a film
of template-stripped cQDs. To best approximate the defocused intensity
profile, the cross-section of the spot was fitted with the sum of
two Gaussian functions and the full width at half-maximum was determined
numerically. The excitation power density at the sample was monitored
by correlating the power meter reading above the objective at the
sample plane (Thorlabs, S170C with PM100D) with the current reading
from the photodiode. Photoluminescence from the sample was collected
by the same objective and directed through the dichroic beamsplitter,
a 500 nm long pass emission filter, and relay lenses (f = 200 mm) into an imaging spectrometer (Andor, Shamrock 303i). For k-space imaging of the lasing, the lens for focusing into
the spectrometer was replaced by a combination of an f = 50 mm lens and an f = 60 mm lens. The photoluminescence
was dispersed with a 300 lines/mm grating (500 nm blaze) and imaged
with an air-cooled electron-multiplying CCD camera (Andor, iXon 888
Ultra).
Authors: Michela Tamborra; Marinella Striccoli; M Lucia Curri; Juan A Alducin; David Mecerreyes; Josè A Pomposo; Nikolaos Kehagias; Vincent Reboud; Clivia M Sotomayor Torres; Angela Agostiano Journal: Small Date: 2007-05 Impact factor: 13.281
Authors: Thang B Hoang; Gleb M Akselrod; Christos Argyropoulos; Jiani Huang; David R Smith; Maiken H Mikkelsen Journal: Nat Commun Date: 2015-07-27 Impact factor: 14.919
Authors: Jan M Winkler; Freddy T Rabouw; Aurelio A Rossinelli; Sriharsha V Jayanti; Kevin M McPeak; David K Kim; Boris le Feber; Ferry Prins; David J Norris Journal: Nano Lett Date: 2018-12-17 Impact factor: 11.189
Authors: Felipe V Antolinez; Jan M Winkler; Patrik Rohner; Stephan J P Kress; Robert C Keitel; David K Kim; Patricia Marqués-Gallego; Jian Cui; Freddy T Rabouw; Dimos Poulikakos; David J Norris Journal: ACS Nano Date: 2019-07-16 Impact factor: 15.881
Authors: Tom Veeken; Benjamin Daiber; Harshal Agrawal; Mark Aarts; Esther Alarcón-Lladó; Erik C Garnett; Bruno Ehrler; Jorik van de Groep; Albert Polman Journal: Nanoscale Adv Date: 2022-01-07