Pairs of coupled quantum dots with controlled coupling between the two potential wells serve as an extremely rich system, exhibiting a plethora of optical phenomena that do not exist in each of the isolated constituent dots. Over the past decade, coupled quantum systems have been under extensive study in the context of epitaxially grown quantum dots (QDs), but only a handful of examples have been reported with colloidal QDs. This is mostly due to the difficulties in controllably growing nanoparticles that encapsulate within them two dots separated by an energetic barrier via colloidal synthesis methods. Recent advances in colloidal synthesis methods have enabled the first clear demonstrations of colloidal double quantum dots and allowed for the first exploratory studies into their optical properties. Nevertheless, colloidal double QDs can offer an extended level of structural manipulation that allows not only for a broader range of materials to be used as compared with epitaxially grown counterparts but also for more complex control over the coupling mechanisms and coupling strength between two spatially separated quantum dots. The photophysics of these nanostructures is governed by the balance between two coupling mechanisms. The first is via dipole-dipole interactions between the two constituent components, leading to energy transfer between them. The second is associated with overlap of excited carrier wave functions, leading to charge transfer and multicarrier interactions between the two components. The magnitude of the coupling between the two subcomponents is determined by the detailed potential landscape within the nanocrystals (NCs). One of the hallmarks of double QDs is the observation of dual-color emission from a single nanoparticle, which allows for detailed spectroscopy of their properties down to the single particle level. Furthermore, rational design of the two coupled subsystems enables one to tune the emission statistics from single photon emission to classical emission. Dual emission also provides these NCs with more advanced functionalities than the isolated components. The ability to better tailor the emission spectrum can be advantageous for color designed LEDs in lighting and display applications. The different response of the two emission colors to external stimuli enables ratiometric sensing. Control over hot carrier dynamics within such structures allows for photoluminescence upconversion. This Account first provides a description of the main hurdles toward the synthesis of colloidal double QDs and an overview of the growing library of synthetic pathways toward constructing them. The main discoveries regarding their photophysical properties are then described in detail, followed by an overview of potential applications taking advantage of the double-dot structure. Finally, a perspective and outlook for their future development is provided.
Pairs of coupled quantum dots with controlled coupling between the two potential wells serve as an extremely rich system, exhibiting a plethora of optical phenomena that do not exist in each of the isolated constituent dots. Over the past decade, coupled quantum systems have been under extensive study in the context of epitaxially grown quantum dots (QDs), but only a handful of examples have been reported with colloidal QDs. This is mostly due to the difficulties in controllably growing nanoparticles that encapsulate within them two dots separated by an energetic barrier via colloidal synthesis methods. Recent advances in colloidal synthesis methods have enabled the first clear demonstrations of colloidal double quantum dots and allowed for the first exploratory studies into their optical properties. Nevertheless, colloidal double QDs can offer an extended level of structural manipulation that allows not only for a broader range of materials to be used as compared with epitaxially grown counterparts but also for more complex control over the coupling mechanisms and coupling strength between two spatially separated quantum dots. The photophysics of these nanostructures is governed by the balance between two coupling mechanisms. The first is via dipole-dipole interactions between the two constituent components, leading to energy transfer between them. The second is associated with overlap of excited carrier wave functions, leading to charge transfer and multicarrier interactions between the two components. The magnitude of the coupling between the two subcomponents is determined by the detailed potential landscape within the nanocrystals (NCs). One of the hallmarks of double QDs is the observation of dual-color emission from a single nanoparticle, which allows for detailed spectroscopy of their properties down to the single particle level. Furthermore, rational design of the two coupled subsystems enables one to tune the emission statistics from single photon emission to classical emission. Dual emission also provides these NCs with more advanced functionalities than the isolated components. The ability to better tailor the emission spectrum can be advantageous for color designed LEDs in lighting and display applications. The different response of the two emission colors to external stimuli enables ratiometric sensing. Control over hot carrier dynamics within such structures allows for photoluminescence upconversion. This Account first provides a description of the main hurdles toward the synthesis of colloidal double QDs and an overview of the growing library of synthetic pathways toward constructing them. The main discoveries regarding their photophysical properties are then described in detail, followed by an overview of potential applications taking advantage of the double-dot structure. Finally, a perspective and outlook for their future development is provided.
By virtue of the three-dimensional confinement of excited charge
carriers within them, semiconductor quantum dots (QDs) exhibit quantized
energy levels and size- and shape-tunable electronic properties. For
these properties, QDs are also known as “artificial atoms”.
As in atomic systems, coupling between two such “atoms”
can lead to a dramatic modification of their individual properties
and to the emergence of new functionalities of the dual system. Generally,
these coupled systems or double QDs (also known as “QD molecules”
by virtue of the analogy with atoms) are realized by coupling of two
spatially separated dots or wells through an energetic barrier. The
coupling mechanism can be either dipole–dipole interactions
or wave function overlap in the excited state and can be reflected
in energy transfer, tunneling, and charge transfer between the two
systems. Such double QD systems have been extensively studied in epitaxially
grown QDs in the past decade. In contrast, very few realizations have
been reported for colloidally synthesized QDs until very recently.
This Account details recent progress from both the colloidal chemistry
and the photophysics aspects.The vast majority of studies on colloidal QDs focused on the properties
of either isolated QDs or large ensembles of coupled QDs (“QD
solids”). Studies of colloidal double QDs have been hindered
by the relative complexity of synthesis protocols for their fabrication.
Recent advances in heterostructured colloidal QD synthesis open the
possibility of manufacturing double QDs, which can be beneficial for
various applications and serve as an excellent platform for studying
fundamental phenomena.[1] In colloidal QDs,
this can be implemented by coupling two semiconductor potential wells
either in core/shell/shell formation (QD–QW (quantum well))[2,3] or by using seeded (or branched) rods tipped by a second semiconductor
material (QD–QD).[4]Double QDs show unique properties such as double emission (two
separate luminescence bands), intraparticle charge transfer, and nonlinear
effects, such as luminescence upconversion (UC). A related strategy
for coupling two quantum moieties in a single QD and realizing dual
emission is via doping, where dual emission results from a thermal
population of the band edge exciton due to slow recombination from
the dopant state. Since dual-emitting doped QDs share some of the
properties of double QDs, they are included here as well.In the following, we briefly describe of the main advances enabling
the fabrication of double QDs and present an overview of currently
available designs and synthesis protocols. We then turn to describe
some of the new photophysical properties of these double QDs, present
some of their potential applications, and point at several directions
for further development.
Toward Colloidal Double Quantum Dots
The main strategy for formation of a double QD relies on introducing
barrier layers within the nanoparticle, which separate regions where
excited charge carriers are localized. This requires synthesis of
heterointerfaces with delicate control both over the conduction and
valence band offsets and over the spatial extent of excited carrier
wave functions. A few notable landmarks in colloidal synthesis formed
the basis for double QD formation. The first is the introduction of
quantum wells within QDs in core/shell/shell formation[5,6] by sandwiching a low bandgap material (HgS) between a spherical
core and an external shell composed of a large bandgap material (CdS).
The second is fabrication of type-II core–shell heterostructured
QD architectures[7] that allow for spatial
separation of excited carriers. The third is the success in dilute
doping of QDs as a means for controlling carrier localization by virtue
of localized trap states.Each of these separate advances by itself opened new applications.
Quantum wells within a core/shell QD enable one to disentangle the
absorption cross section from the degree of quantum confinement. Charge
separation within type-II QDs facilitates charge extraction and transport
in photovoltaics and photocatalysis.[8] Further,
it modifies the energetics and dynamics of multiply excited states.[9] This was exploited to achieve a “single-exciton”
optical-gain regime by reducing reabsorption of the band edge stimulated
emission.[10] Doping has been utilized to
imbue magnetic properties into otherwise nonmagnetic QDs and for controlling
emission properties with applications such as superresolution optical
microscopy. Yet, none of the above presents a deviation from the notion
of a single, spatially isolated quantum system.The first double QD was presented by the groups of Weller and El-Sayed
via the introduction of a double-well onion-like CdS/HgS/CdS/HgS/CdS
structure.[2] The CdS barrier region between
the two HgS wells introduces a controlled degree of electronic coupling
between them. Nevertheless, the experimental results only indirectly
indicate the presence of two coupled systems due to the large spectral
overlap between the signatures of the two coupled wells.A more solid proof of the existence of double QDs requires dual
emission, resulting from two spectrally nondegenerate emitters coupled
trough a sufficiently thick barrier layer. This was introduced in
an alternative system, where the coupled emitters are found within
the core and within an external shell. The CdSe/ZnS/CdSe[3] system clearly exhibited two emission colors
whenever the core emission was red-shifted relative to the shell emission.
It showed evidence for both tunneling between the core and the outer
shell[11] and dipole–dipole coupling.[3] Effective mass modeling showed that the localization
regime of excited carriers can be tuned by varying the core size and
the barrier width.[12,13] Single-dot studies on these rather
weakly coupled QD–QW structures showed that the electronic
coupling between core and shell due to tunneling increases the core
absorption oscillator strength and the optical gain bandwidth.[14] Unfortunately, no correlations in blinking or
in spectral diffusion of the two emitted colors were found, limiting
the degree of external optical control that can be exercised on their
emission.The introduction of more strongly coupled double QDs, particularly
by electrostatic interactions in a quasi-type-I/type-II formation
opened the path toward broader applications such as upconversion[15,16] and intraparticle charge transfer.[17] These
QDs exhibited the ultimate proof of dual emission from a single nanoparticle,
that is, correlated photon statistics of two emission colors (“two-color
antibunching”).[4] The first demonstrations
of these effects used a QD–QD asymmetric heterostructure geometry,
based on tip growth on a seeded rod.[4] In
CdSe:Te/CdS/CdZnSe doped-core/rod/dot nanoparticles, the CdS rod served
as a thick tunneling barrier between the Te-doped CdSe well and the
CdZnSe well only for the holes.[4] In contrast,
since the conduction band is nearly flat, excited electrons can interact
with holes excited at either side of the rod. The nonradiative recombination
process occurring when more than one electron occupies an excited
dot prohibits simultaneous emission from both dots within one excitation
cycle. Thus, the emissions of the two dots are antibunched.
Synthesis of Colloidal Double Quantum Dots
Several architectures have been utilized to fabricate double QDs
and closely related dual-emitting QD structures. Figure a schematically describes the
various types of double QDs that were synthesized and studied in recent
years, as well as the different synthetic techniques used to fabricate
them. Generally speaking, we can divide double QD structures into
two main categories: concentric multishell structures, and elongated
structures including, for example, dot-in-rod and branched QDs. Routes
for synthesis of dual emitting doped QDs are shown in Figure b.
Figure 1
Schematic illustration of the different QD structures described
here and the synthetic approaches used to fabricate them for (a) double
QDs and (b) doped QDs.
Schematic illustration of the different QD structures described
here and the synthetic approaches used to fabricate them for (a) double
QDs and (b) doped QDs.The first double QDs were based on the core/shell architecture.
Starting from a spherical QD, addition of several coating layers resulted
in an onion-like structure, composed of narrow band gap semiconducting
materials that are separated by a barrier of a wide band gap material.
This was usually achieved either by cation exchange or by successive
ionic layer adsorption and reaction (SILAR) and SILAR-based methods.
In these, precursors were mostly introduced either by alternating
injections or in a slow, continuous addition. In both cases, shell
growth was gradual and controlled.Forming onion-like structures by cation exchange was first demonstrated
in the CdS/HgS system.[2,5,6,18] This was achieved by replacing the outer
monolayer of CdS QDs with HgS, and then precipitating the Cd2+ ions that were released into the solution to form an additional
CdS layer. The thickness of the different layers was controlled by
further additions and precipitation of Cd2+ or Hg2+ ions during the growth process. More recently, cation exchange was
used to form relatively thick shells (without additional precipitation
from solution),[19−21] forming PbSe/CdSe and PbS/CdS core/shells. These
could be further coated via SILAR, both as a “regular”
onion-like structure and as elongated branched structures.The more common method of achieving cocentered double QDs is SILAR.
It is a widely used synthetic tool whose advantages include the high
degree of control over shell thickness and the ability to achieve
spherical coating even in noncubic crystal symmetry.[22] One of the more extensively studied system synthesized
using SILAR is the CdSe/ZnS/CdSe[3,11,14,23−25] core/barrier/shell
(or CdSe/ZnS/CdSe/ZnS[26]). Epitaxial growth
was possible despite the relatively large lattice mismatch between
ZnS and CdSe. Another example of onion-like double QDs made by similar
methods is CdSe/CdS/ZnSe,[27] having a type-I/type-II
band alignment (see Figure b). SILAR-based methods were also used to grow extremely thick
CdS shells on zinc-blende (ZB) CdSe cores, resulting in a CdSe/CdS
dot-in-bulk (DiB)[28−30] structure. After the initial CdS shell growth, continuous
slow addition of Cd and S precursors enabled formation of a sizable
shell. This structure is a double QD due to the abrupt change of the
CdS shell’s crystal structure (from ZB to wurtzite (WZ)), resulting
in a small energetic barrier in the valence band. ZB/WZ barrier shell
formation was indicated to be responsible for double emission in thick
cation exchanged shells of CdS or CdSe in PbS/CdS and PbSe/CdSe/CdS
QDs. Here too, this is due to the cubic rock salt crystal structure
of the PbX core.[31]
Figure 2
Energy landscapes and electronic interactions in colloidal double
QDs. The formation of electrons (red) and holes (pink) is depicted
with their locations and possible interactions after excitation. (a)
Type-I/type-I band alignment and (b) quasi-type-I/type-II band alignment
where a double well is formed either for holes (top) or for electrons
(bottom). As a result of Auger interactions, the probability of emission
of more than one photon is low, stochastically switching two emission
colors. The inset depicts a biexciton Auger interaction, where a nonradiative
recombination of one exciton leads to heating up of another electron
(top) or hole (bottom), which rapidly cools back to the band edge
via a phonon assisted process. Panel c shows a landscape similar to
panel b, but with a type-II/type-II band alignment.
Energy landscapes and electronic interactions in colloidal double
QDs. The formation of electrons (red) and holes (pink) is depicted
with their locations and possible interactions after excitation. (a)
Type-I/type-I band alignment and (b) quasi-type-I/type-II band alignment
where a double well is formed either for holes (top) or for electrons
(bottom). As a result of Auger interactions, the probability of emission
of more than one photon is low, stochastically switching two emission
colors. The inset depicts a biexciton Auger interaction, where a nonradiative
recombination of one exciton leads to heating up of another electron
(top) or hole (bottom), which rapidly cools back to the band edge
via a phonon assisted process. Panel c shows a landscape similar to
panel b, but with a type-II/type-II band alignment.As mentioned earlier, double QDs can also be designed as elongated
heterostructures, such as rods and tetrapods.[32−35] Such morphologies were synthesized
by seeded growth, using hot injection methods. In this manner, the
shape of the secondary material is determined by the crystal structure
of the core.[36,37] Furthermore, due to the lack
of spherical symmetry, it is possible to selectively grow yet another
crystalline material either on only one or on both tips of an elongated
rod. In the context of double QDs, we demonstrated this in several
systems, showing either extensive one-sided elongated growth of CdZnSe[4] or more limited growth of a CdSe dot[15] on Te-doped CdSe/CdS seeded rods. In both cases,
selective nucleation was carried out using a SILAR-based technique.
An alternative approach for selective nucleation uses thermal decomposition
of single-source precursors.[38] A more exotic
design utilized directed attachment of small ZnSe QDs forming thin
rods, which later fuse by self-limited self-assembly to form nanorod
couples.[39]A third strategy for coupling two quantum systems in a single QD
and realizing dual emission is doping. As shown in Figure b, dopant atoms were incorporated
into the crystal lattice either during the initial nucleation of the
QD or at a later stage of the synthesis. Dual-emitting doped QDs were
synthesized by doping CdSe,[40] ZnSe, or
ZnCdSe with Mn atoms,[41,42] in all of which dopants were
introduced at the first nucleation step. Some of these doped QDs were
later coated with one or a few shells using SILAR. Other examples
for this doping approach included Cu-doped CdS coated with ZnSe and
ZnS.[43] We used CdSe doped with only one
or a few Te atoms as seeds for the growth of CdS rods by hot injection.[4,15]When dopant atoms were introduced after the initial nucleation
of the core, the process was usually carried out by controlled addition
of the dopant precursor, resulting in deposition of the dopant atoms
on the QD surface. This was followed by overgrowth of the host material
for better incorporation of the dopants in the crystal lattice. In
this approach, doped QDs were usually coated with one or several shell
layers using SILAR-based methods. This technique was used to form
Cu-doped QDs with both II–VI and III–V hosts, such as
Cu:ZnSe/CdSe inverted core/shells,[44] and
Cu:InP/ZnS/InP/ZnS structures.[45] Finally,
these two doping approaches can be combined to create codoped double
QDs, by doping ZnSe with both Cu and Mn.[46]
The Photophysics of Double Quantum Dots and Potential Applications
Double QDs enable the investigation of electronic coupling effects
between the two subcomponents. This is possible due to the spatial
separation of the excited carrier wave functions within them. The
two emitters thus partially maintain their individual characteristics
due to the slow cooling between them.Coupling within double QDs can result in energy transfer (e.g.,
FRET) or in charge transfer between the two constituents. The dominance
of either depends on the details of the band alignment within the
structure. Double QDs, which contain two back-to-back heterointerfaces,
can be roughly divided according to band alignment at these two interfaces:
type-I/type-I, quasi-type-I/type-II, and type-II/type-II. These are
depicted in Figure a–c. For type-I/type-I structures (Figure a) where significant charge transfer between
the two dots is inhibited, coupling is reflected in either resonant
energy transfer or tunneling.[11] In quasi-type-I/type-II
and type-II/type-II structures, coupling leads to charge transfer
and electrostatic interactions across the type-II heterostructures.
In particular, nonradiative recombination via Auger processes (as
depicted in the insets of Figure ) occurs upon double excitation in these systems.The ability to monitor both emission colors simultaneously from
a single particle provides detailed information about the underlying
coupled double QD system physics, by observation of correlations in
intensity, spectral diffusion, and emission lifetime as well as the
photon statistics of the two colors.Perhaps the simplest measurement that can be performed on dual
emitting QDs monitors blinking of the two emitters in a time-correlated
manner. Typically, each emitted color exhibits stochastic blinking
similar to single dots. The temporal correlation between the two partially
reveals the nature of the coupling. In type-I/type-I systems, one
can expect little or no correlation due to the absence of long-lived
charge-transfer between the two emitters. Carrier interactions in
the flat band of quasi type-I/type-II and type-II/type-II should,
however, effectively lead to charging of both emitters (one by an
electron, the other by a hole), which can reduce both emission intensities
in a correlated fashion. Even so, for both CdSe/ZnS/CdSe QDs[25] and two-color emitting seeded rods,[4] no apparent correlation was observed in the blinking
traces of the two emitters (depicting millisecond time resolution).
In CdSe/CdS/PbS seeded rods, which clearly exhibit longer lived charge
transfer, the long wavelength of PbS emission did not enable this
measurement.[17]The situation is significantly different when considering short-time
correlations, as reflected in photon statistics. Any contribution
to nonradiative Auger recombination upon photoexcitation of each of
the two systems comprising the QD introduces anticorrelation between
the two emission bands on a short time scale, leading to two-color
antibunching. This was demonstrated in the CdSe:Te/CdS/CdZnSe[4] system shown in Figure , exhibiting significant negative correlation
between the two colors (a deep minimum of g(2) at τ
= 0), meaning that simultaneous emission of the two colors is significantly
suppressed. In this structure, electrons are nearly delocalized, such
that upon double excitation each of the two dots essentially contains
a trion. Upon each excitation cycle the emission color is stochastic,
but the probability of emission of more than one photon is low. The
asymmetric shape of the antibunching curve reflects the different
emission lifetimes of the two colors. Realization of two-color antibunching
is an important step toward new sources of multicolor nonclassical
light.
Figure 3
(a) Two-color antibunching from a dual emitting tipped seeded rod:
emission spectrum (left), dual color antibunching curve and histogram
(middle), and a band alignment illustration (right), adapted with
permission from ref (4). Copyright 2012 American Chemical Society. (b, c) Blinking traces,
histograms and energy landscape for untipped (b) and PbS tipped (c) CdSe/CdS seeded rods. Whereas
the untipped system exhibits two emission levels, corresponding to
“on” and “off” states (pink and yellow
shading, respectively), the tipped system exhibits a “gray”
state (gray shading) associated with hole trapping in the PbS tip.
Adapted with permission from ref (17). Copyright 2013 American Chemical Society.
(a) Two-color antibunching from a dual emitting tipped seeded rod:
emission spectrum (left), dual color antibunching curve and histogram
(middle), and a band alignment illustration (right), adapted with
permission from ref (4). Copyright 2012 American Chemical Society. (b, c) Blinking traces,
histograms and energy landscape for untipped (b) and PbS tipped (c) CdSe/CdS seeded rods. Whereas
the untipped system exhibits two emission levels, corresponding to
“on” and “off” states (pink and yellow
shading, respectively), the tipped system exhibits a “gray”
state (gray shading) associated with hole trapping in the PbS tip.
Adapted with permission from ref (17). Copyright 2013 American Chemical Society.The high degree of control over photon emission statistics is further
exemplified in the recently introduced DiB CdSe/CdS[28] core/shell system. The interfacial ZB CdS layer between
the ZB CdSe core and the “bulk-like” WZ CdS shell creates
a thin tunneling barrier. The tunneling barrier, combined with the
small core size, limits the number of holes in the core, resulting
in a dynamic Coulomb hole blockade upon core photoexcitation. Thus,
in DiBs, core emission is antibunched even under saturated excitation,
while the shell emission is not. The two coupled subsystems thus exhibit
completely different photon statistics.Whereas in all the above systems long-lived charge transfer between
the two emitters in a double QD was limited, in quasi-type-I/quasi-type-I
heterostructures as depicted in Figure c (left), charge transfer can be expected to be long-lived
provided that the intermediate layer acts as a sufficiently thick
barrier. We realized such a system using PbS tip growth on seeded
CdSe/CdS 70 nm long nanorods.[17] In this
nanocrystal (NC), photoexcitation of the PbS tip leads to trapping
of a hole within the PbS, but the electron can migrate to the CdSe
dot, effectively charging it. This is essentially a single-particle
analog of charging of QDs in a photoelectrochemical cell. While the
entire system is neutral following photoexcitation, the electron donating
PbS tip is tens of nanometers away from the CdSe dot and plays no
role in the emission dynamics of the CdSe negative trion. The effect
of charge transfer is manifested in the blinking traces and histograms
of the untipped versus tipped CdSe/CdS (Figure b,c). The PbS hole trap ability to charge
the CdSe/CdS with an extra electron results in a higher probability
of trion formation manifested in the blinking trace as a third, intermediate
brightness, “gray” state (20% of the “on”
intensity). Long lived charging is shown by the switching time scale
of 10 ms between the “on” and “gray” states.Taking advantage of these properties, double QDs and two-color
emitting QDs have, to date, been utilized, at least at the level of
a proof-of-principle demonstration, for a number of applications:
Light-Emitting Devices
The concept of using QDs exhibiting multiple emission colors for
white-light-emitting diodes (LEDs) is intriguing, although the benefits,
such as enhanced control over energy transfer among QDs emitting at
different colors, do not, at this point, clearly outweigh the greater
complexity of fabrication and the difficulty to achieve a high quantum
yield (QY).[26] White light generation with
NC-LEDs was demonstrated for CdSe/ZnS/CdSe QD–QWs integrated
on a InGaN/GaN LED, and the ability to tune the emission band of the
NCs was demonstrated. The hybrid LED uses double QDs as phosphors
in conjunction with an electrically driven blue LED.[24]Double doped ZnSe QDs (Cu:ZnSe(Mn)) were also shown to emit white
light. These NCs exhibit three spatially separated peaks at 415, 495,
and 585 nm, corresponding to the ZnSe band edge emission, trap →
Cu d orbital radiative recombination, and Mn2+(4T1 → 6A1) emission.[46] Recently, copper doping was used to generate
double emission in type-I Cu:InP/ZnS/InP/ZnS QD–QWs and in
type-II formations using Cu:CdS/ZnSe QDs. The double emission profile
of these NCs was shown to be highly tunable, and white LED emission
was achieved after incorporation on a blue LED.[43,45] Their main advantage over conventional QD blends is the large Stokes
shift, which reduces self-absorption.In a different approach, DiBs were implemented for tunable color
LEDs. They were shown to operate both under optical excitation and
via electrical pumping. The ratio of core vs shell emission in these
was controlled by either the optical excitation pump power or by applied
bias, enabling continuous tuning of the emission color from red to
green.[29]
Ratiometric Sensing
Many QD-based sensors operate based on modulation of the luminescence
QY by a desired external stimulus. This type of sensor is often sensitive
to changes in light intensity, as well as to interfering factors such
as local environment changes (pH, oxygen, aggregation). Dual emitting
sensors can provide a more reliable ratiometric measurement of the
emission intensity, particularly in the context of local temperature
sensing. This was shown in Mn2+-doped CdSe QDs[40] and in doped core/shell formations of Zn(Mn)Se/CdSe,
that are more homogeneous and stable.[41] In these QDs, quantum confinement is used to tune the first excitonic
excited state close in energy to the Mn2+ (4T1) excited state. By doing so, dual emission is achieved,
originating either from the Mn2+ (4T1 → 6A1) spin forbidden transition with
a lifetime of ∼100 ms or from the semiconductor band edge with
a lifetime of ∼10 ns. The proximity of these two excited states
and the 104 factor difference in decay rates result in
thermally assisted repopulation of the excitonic state. Basically,
the Mn2+ (4T1) acts as a reservoir
for excitons, such that small excitonic populations derived from the
tail of the Boltzmann distribution result in substantial band edge
luminescence. As a function of temperature, the luminescence can be
varied from solely Mn2+ emission at low temperature to
almost exclusive band edge emission at high temperature. Similar ideas
were also demonstrated in dual emitting PbS/CdS double QDs.[31] In a related approach, the thermal equilibrium
between band edge and defect emission of CdSe dots could be used for
nanothermometry and in LEDs.[47,48]
Optical Gain
QDs were considered to be promising optical gain media because
of their high QY, photostability, color tunability and energy discretization
that results from the quantum confinement effect. However, due to
the 2-fold spin degeneracy of the conduction band 1Se state,
gain in QDs usually requires some population of biexcitons. The rapid
nonradiative decay of the biexciton and the undesired photoinduced
absorption (PA), which may overlap stimulated emission (SE), result
in poor gain properties for standard QDs. Indeed, type-II heterostructures
and doped QDs have been shown to partially or fully remove this degeneracy,
thus providing improved gain characteristics.As an alternative to these, dual emitting CdSe/ZnS/CdSe were proposed
for improving gain performance in NCs via the coupling effect of the
core and the shell.[14] Compared with standard
CdSe QDs, the CdSe/ZnS/CdSe system was shown to have an enhanced SE
bandwidth and reduced PA for excitation above the CdSe shell’s
band edge. This was in addition to an increase in the core band edge
SE cross section. The bandwidth increase arises from shell enabled
SE, in which additional high energy coupled states support the high
energy excitations, and from the coupled shell, which reduces the
biexciton binding energy similarly to a type-II heterojunction.
Photoluminescence Upconversion
Upconversion is a nonlinear process in which two, or more, long
wavelength (low energy) photons are converted to a shorter wavelength
(high energy) photon.[49,50] It is based on sequential absorption
of photons, involving long-lived intermediate energy states. Hence,
unlike coherent conversion processes such as second harmonic generation,
it is not restricted to upconversion of intense coherent laser radiation.
The requirements for UC are long-lived excited states, a ladder-like
arrangement of energy levels, and a mechanism inhibiting cooling of
hot charge carriers.[51]Colloidal double QDs can aid in materializing UC schemes initially
developed in the context of quantum wells. When two wells having different
band gaps were placed in proximity to one another, hot carriers ejected
from the lower energy one, either by Auger processes or via intraband
absorption, could be captured in the higher energy one, leading to
UC. The QD analog of this system requires a double well band alignment
for one charge carrier (electron or hole) and delocalization across
the structure for the other, schematically depicted in the insets
of Figure b.
Figure 4
Upconversion in double QDs. (a) CdSe(Te)/CdS/CdSe band alignment
and hot hole UC. (b) Upconverted emission transient at 570 nm induced
by a weak 680 nm excitation pump (continues line), followed by a 1064
nm excitation in 22 ns delay probe (dashed line). Insets show UC energy
landscape, a double well band alignment for UC by hot carrier trapping
(for holes/electrons depicted on left/right, respectively). In contrast,
the other type of the charge carriers is delocalized across the particle.
(c) PbSe/CdSe/CdS band alignment and hot hole UC. (d) Power dependent
UC fluorescence counts for several NIR excitation wavelengths (850,
900, 950, 1050, and1100 nm, depicted in blue, red, green, cyan, and
magenta, correspondingly). Each curve was fitted by a quadratic power
law a(w2ph)·Pex(w2ph)2 shown as dashed gray lines. (e) Emission spectrum of the UC system,
using a 405 nm LED excitation: Visible and NIR emissions are depicted
in blue and cyan, correspondingly. The UC spectrum using 850 nm two-photon
excitation (pink), corresponding to the integrated transient limits
shown in red in panel f, is similar to the above-band gap excited
emission spectrum. The vertically shifted absorption spectrum is depicted
in maroon. (f) A typical UC transient curve of the visible emission
peak at 700 nm is depicted in blue. The transient response is well
fitted by a biexponential decay having an average lifetime of 6.3
± 0.2 ns (dashed green). The PbSe NIR emission lifetime, depicted
in blue in the inset, is fitted by a single exponential of 2.1 ±
0.1 μs (dashed pink). Panels a and b adapted with permission
from ref (15), copyright
2013 Macmillan Publishers Limited. Panels c–f adapted with
permission from ref (16). Copyright 2016 American Chemical Society.
Upconversion in double QDs. (a) CdSe(Te)/CdS/CdSe band alignment
and hot hole UC. (b) Upconverted emission transient at 570 nm induced
by a weak 680 nm excitation pump (continues line), followed by a 1064
nm excitation in 22 ns delay probe (dashed line). Insets show UC energy
landscape, a double well band alignment for UC by hot carrier trapping
(for holes/electrons depicted on left/right, respectively). In contrast,
the other type of the charge carriers is delocalized across the particle.
(c) PbSe/CdSe/CdS band alignment and hot hole UC. (d) Power dependent
UC fluorescence counts for several NIR excitation wavelengths (850,
900, 950, 1050, and1100 nm, depicted in blue, red, green, cyan, and
magenta, correspondingly). Each curve was fitted by a quadratic power
law a(w2ph)·Pex(w2ph)2 shown as dashed gray lines. (e) Emission spectrum of the UC system,
using a 405 nm LED excitation: Visible and NIR emissions are depicted
in blue and cyan, correspondingly. The UC spectrum using 850 nm two-photon
excitation (pink), corresponding to the integrated transient limits
shown in red in panel f, is similar to the above-band gap excited
emission spectrum. The vertically shifted absorption spectrum is depicted
in maroon. (f) A typical UC transient curve of the visible emission
peak at 700 nm is depicted in blue. The transient response is well
fitted by a biexponential decay having an average lifetime of 6.3
± 0.2 ns (dashed green). The PbSe NIR emission lifetime, depicted
in blue in the inset, is fitted by a single exponential of 2.1 ±
0.1 μs (dashed pink). Panels a and b adapted with permission
from ref (15), copyright
2013 Macmillan Publishers Limited. Panels c–f adapted with
permission from ref (16). Copyright 2016 American Chemical Society.We recently presented such UC NC designs with quasi-type-I/type-II
band alignment for realizing a double well formation in the VB and
a flat CB (see Figure ). Two such systems are tipped seeded rod formations[15] and core/shell/shell ones.[16] In both, hot holes were sufficiently energetic to be trapped by
the high energy well, followed by radiative recombination leading
to UC.The latter PbSe/CdSe/CdS double QDs[16] are of particular interest because they upconvert near-infrared
(NIR) light (up to 1.2 μm) to visible light, accessing a spectral
region where alternative upconversion nanoparticles (based on either
rare-earth doped NCs or triplet–triplet annihilation) do not
exist. They require power densities lower by 5 orders of magnitude
than nonresonant two-photon absorption and exhibit a relatively small
energy loss (2EIR – Evis). This is shown in Figure d depicting the UC power dependent excitation
for various excitation wavelengths, each well fitted by a quadratic
power law a(w2ph)·Pex(w2ph)2, as expected for a nonlinear two photon process. Moreover, their
synthesis enables versatility and tunability of both the visible emission
color and the NIR absorption/emission edge (see Figure e), by tweaking the volume of the intermediate
shell and the initial core size. The intensity at which upconversion
saturates depends on the lifetime of the intermediate state, approximately
2 μs in the case of the PbSe core exciton (see inset of Figure f). Above saturation,
the maximal UC efficiency of this system was 0.7%, comparable to alternative
nanocrystalline systems. An additional feature of the UC process in
such systems is the ability to induce upconversion with two photons
of different energies, as depicted in Figure b. In this case, interband absorption is
followed by intraband absorption of a lower energy photon, which heats
the excited hole and induces upconversion (Figure a).
Conclusions and Outlook
Colloidal synthesis of semiconductor NCs has made giant leaps since
the initial studies on hot injection methods. These have made band
gap engineering of colloidal NCs a reality in the past decade. Extrapolating
from past progress, it is certain that advances in synthesis will
enable fabrication of even more complex structures than the ones discussed
here. Given these tools, much relies on the ability to cleverly design
tailored nanostructures for achieving particular functionalities.
Interestingly, most of the research on colloidal double QDs has focused,
to date, on room-temperature properties. This is in stark contrast
with past work on epitaxially grown systems, which focused on low-temperature
properties, both in the context of charge transport and in the context
of quantum optics.The list of potential applications presented above is by far not
exhaustive. Double QDs can play a role in numerous other applications
where they have not yet been applied. Light harvesting applications
can benefit from the long-lived charge separation within the nanoparticle.
External control of the emission properties of QDs, such as by charging
or dynamic Coulomb blockade, may be beneficial for subdiffraction
limited imaging. The use of double QDs may dramatically extend the
uses of colloidal QDs as sources of nonclassical light beyond their
current application as single-photon emitters and for quantum computation
as qubits.[52]All of these rely on achieving an improved understanding of carrier
dynamics in these more complex nanostructures. At present, our understanding
of much of the underlying photophysics of these structures is too
crude and not sufficiently quantitative to provide optimal solutions
for particular needs. Yet, at the rate of progress made today such
complex designed QDs hold a bright future. In less than 30 years,
colloidal QDs made their way from a laboratory finding to a component
in commercial displays. The availability of structures with potentially
enhanced functionality due to the much larger number of degrees of
freedom in their design will likely broaden the scope of their use
to a broader arena.
Authors: Andrey A Lutich; Christian Mauser; Enrico Da Como; Jing Huang; Aleksandar Vaneski; Dmitri V Talapin; Andrey L Rogach; Jochen Feldmann Journal: Nano Lett Date: 2010-10-22 Impact factor: 11.189
Authors: Victor I Klimov; Sergei A Ivanov; Jagjit Nanda; Marc Achermann; Ilya Bezel; John A McGuire; Andrei Piryatinski Journal: Nature Date: 2007-05-24 Impact factor: 49.962
Authors: Sergio Brovelli; Wan Ki Bae; Christophe Galland; Umberto Giovanella; Francesco Meinardi; Victor I Klimov Journal: Nano Lett Date: 2013-12-30 Impact factor: 11.189
Authors: Ana C Estrada; Ana L Daniel-da-Silva; Cátia Leal; Cátia Monteiro; Cláudia B Lopes; Helena I S Nogueira; Isabel Lopes; Maria J Martins; Natércia C T Martins; Nuno P F Gonçalves; Sara Fateixa; Tito Trindade Journal: Front Chem Date: 2022-09-27 Impact factor: 5.545