02. selection of quantum dot wavelengths for bio medical assays and imaging
TRANSCRIPT
Selection of Quantum Dot Wavelengths for Biomedical Assaysand Imaging
Yong Taik Lim1, Sungjee Kim2, Akira Nakayama1, Nathan E. Stott2, Moungi G. Bawendi2, and
John V. Frangioni1
1Beth Israel Deaconess Medical Center and 2Massachusetts Institute of Technology
AbstractFluorescent semiconductor nanocrystals (quantum dots [QDs])
are hypothesized to be excellent contrast agents for biomedical
assays and imaging. A unique property of QDs is that their
absorbance increases with increasing separation between
excitation and emission wavelengths. Much of the enthusiasm
for using QDs in vivo stems from this property, since photon
yield should be proportional to the integral of the broadband
absorption. In this study, we demonstrate that tissue scatter
and absorbance can sometimes offset increasing QD absorption
at bluer wavelengths, and counteract this potential advantage.
By using a previously validated mathematical model, we
explored the effects of tissue absorbance, tissue scatter,
wavelength dependence of the scatter, water-to- hemoglobin
ratio, and tissue thickness on QD performance. We conclude
that when embedded in biological fluids and tissues, QD
excitation wavelengths will often be quite constrained, and that
excitation and emission wavelengths should be selected care-
fully based on the particular application. Based on our results,
we produced near-infrared QDs optimized for imaging surface
vasculature with white light excitation and a silicon CCD
camera, and used them to image the coronary vasculature in
vivo. Taken together, our data should prove useful in designing
fluorescent QD contrast agents optimized for specific biomed-
ical applications. Mol Imaging (2003) 2, 50– 64.
Keywords: Fluorescent semiconductor nanocrystals, quantum dots, blood assays, in vivo
imaging, wavelength selection.
Introduction
Semiconductor quantum dots (QDs) are inorganic fluo-
rophores that are currently being investigated for use as
luminescent biological probes due to their nanometer
dimensions and unique optical properties [1–5]. Com-
pared to conventional fluorophores and organic dyes,
QDs have a number of attractive characteristics includ-
ing high absorption cross-section, broadband absorption
that increases at bluer wavelengths, relatively narrow
and symmetric luminescence bands, simultaneous
excitation of QDs with different emission wavelengths
using a single excitation wavelength, and potentially
high resistance to photodegradation [1,5,6]. Although
the synthesis of QDs is performed in organic solvents,
various surface chemistries can impart aqueous solubil-
ity [1–3,6,7] and permit conjugation to biomolecules
such as proteins [3,6], oligonucleotides [8,9], antibodies
[10,11], and small molecule ligands [12,13]. Such
‘‘targeted’’ QDs have been reported as contrast agents
for nucleic acid hybridization [8,9], cellular imaging
[1,2,6,14], immunoassays [2,11], and recently, tissue-
specific homing in vivo [13].
Another potential application of QDs is as fluorescent
contrast agents for biomedical imaging. However, in vivo
applications, and especially reflectance fluorescence
imaging [15,16] (the impetus for this study), require
deep photon penetration into and out of tissue. In living
tissue, total photon attenuation is the sum of attenu-
ation due to absorbance and scatter. Scatter describes
the deviation of a photon from the parallel axis of its
path, and can occur when the tissue inhomogeneity is
small relative to wavelength (Rayleigh-type scatter), or
roughly on the order of wavelength (Mie-type scatter).
For inhomogeneities at least 10 times less than the
wavelength, Rayleigh-type scatter is proportional to the
reciprocal fourth power of wavelength. In living tissue,
photon scatter is the result of multiple scattering events,
and in general terms can be considered either depend-
ent on wavelength or independent of wavelength. For
example, in rat skin, scatter is proportional to l� 2.8 [17],
suggesting strong wavelength dependence, however, in
postmenopausal human breast, scatter is proportional
to l� 0.6 [18], suggesting weak wavelength dependence.
Given the relatively low absorbance and scatter of
living tissue in the near-infrared (NIR: 700–1000 nm)
region of the spectrum, considerable attention has
focused on NIR fluorescence contrast agents (reviewed
in [19]). For example, conventional NIR fluorophores
with peak emission between 700 and 800 nm have been
used for in vivo imaging of protease activity [20],
D 2003 Massachusetts Institute of Technology.
Abbreviations: NIR, near infrared; QD, quantum dots.
Corresponding author: John V. Frangioni, MD, PhD, HIM-1023, Beth Israel Deaconess Medical
Center, 330 Brookline Avenue, Boston, MA 02215, USA; e-mail: [email protected].
Received 30 December 2002; Accepted 6 February 2003.
RESEARCH ARTICLE Molecular Imaging . Vol. 2, No. 1, January 2003, pp. 50 – 64 50
somatostatin receptors [21,22], sites of hydroxylapatite
deposition [15], and myocardial vascularity [16], to
name a few. To date, however, a systematic analysis of
how tissue optical properties might affect QD perfor-
mance in vivo, and whether infrared (IR), rather than
NIR, wavelengths could potentially improve overall
photon yield, has not been presented. In this study,
we utilized a previously described mathematical model
[23] to predict how various tissue characteristics will
affect QD performance in vivo, and have used this
model to select optimal QD excitation and emission
wavelengths for various imaging applications. Based on
these results, we synthesized a particular NIR QD and
report the first use of NIR QDs for real-time in vivo
vascular imaging.
Materials and Methods
Animals
Animals were used in accordance with an approved
institutional protocol. Male Sprague–Dawley rats were
obtained from Charles River Laboratories (Wilmington,
MA). Hairless athymic nu/nu mice were from Taconic
(Germantown, NY). Rats and mice were anesthetized
with 65 and 50 mg/kg intraperitoneal pentobarbital,
respectively.
Reagents
Sterile Intralipid (20%) was purchased from Baxter
(Deerfield, IL). Water was purified on a Milli-Q system
(Millipore, Bedford, MA). Olive oil was from Filippo
Berio (Viareggio, Italy). Oxyhemoglobin (OxyHb) was
prepared from normal human donors as described
previously [24]. Deoxyhemoglobin (DeoxyHb) was pre-
pared by treatment of OxyHb with 1% sodium dithionite
(Sigma, St. Louis, MO). Albumin, Cohn Fraction V was
also from Sigma. All solutions except Intralipid were
filtered through 0.2-mm filters (Millipore) prior to use
to eliminate scatter. Trioctylphosphine oxide (TOPO),
selenium shot, and tellurium shot were from Alfa Aesar
(Ward Hill, MA). Trioctylphosphine (TOP) was from
Fluka (St. Louis, MO). Hexadecylamine (HDA) was from
Aldrich (St. Louis, MO). All other reagents were pur-
chased from Fisher Scientific (Hanover Park, IL).
Preparation of Aqueous Soluble 752 nm CdTe(CdSe)
core(shell) QDs
The CdTe(CdSe) composition included a core of
cadmium telluride (CdTe) and a thin shell of cadmium
selenide (CdSe). Unless otherwise noted, all reactions
were carried out in a dry nitrogen atmosphere using a
glove box or standard Schlenk techniques. Trioctylphos-
phine selenide (TOPSe), 1.5 M, and trioctylphosphine
telluride (TOPTe), 0.5 M, were prepared by adding
selenium (or tellurium) shot to TOP and stirring until
dissolved. Cadmium acetylacetonate (CdAcAc), 554 mg,
was suspended in 6.0 ml TOP and stirred under vacuum
at 100�C until well mixed. A nitrogen atmosphere was
then introduced, and the mixture was cooled to room
temperature. TOPSe (0.4 ml) and TOPTe (2.7 ml) were
then added and stirred. A mixture of 6.25 g TOPO and
5.75 g HDA was dried under vacuum at 130�C in a round
bottom flask, then filled with nitrogen and heated to
350�C. The CdAcAc, TOPSe, and TOPTe mixture was
diluted by a small amount of TOP, and then injected
into this flask. The reaction mixture was stirred at 250�Cuntil the desired particle size was reached according to
the absorption spectrum of the mixture. The heat was
removed, and hexane was added when the temperature
reached approximately 60�C. The mixture was centri-
fuged and a precipitate consisting of reaction by-products
was discarded. Methanol was added to precipitate
the QDs. The mixture was centrifuged and decanted
yielding a powder of QDs. Extensive characterization
of such QDs using transmission electron microscopy
(TEM), X-ray diffraction and fluorescence lifetime mea-
surements show that the structure is consistent with the
core consisting of CdTe and a shell of CdSe (S. Kim et al.,
in preparation).
The QDs were dispersed in water by exchanging the
organic caps with oligomeric phosphines derivatized
with carboxylic acid (OPCA; in preparation) as follows.
The QD sample was redispersed in chloroform. A water
solution of OPCA was introduced, forming a bilayer. This
mixture was sonicated until all the QDs were transferred
to the aqueous phase, as determined by the transfer of
color from the organic phase to the aqueous phase.
Excess OPCA was removed by dialysis. Concentration
was determined as described previously [25].
Tissue Preparation
Human whole blood was collected directly into a
purple top (EDTA) clinical specimen tube and stored
at 4�C. Where indicated, it was diluted in phosphate-
buffered saline (PBS), pH 7.4 supplemented with 5 mM
EDTA (to prevent clotting). Skin was prepared by sur-
gical excision and bathed in ice-cold PBS. Specimens
were used within 3 hr of collection.
Absorbance Measurements
Pairs of optically matched 1.0 or 0.05 cm cuvettes
(Spectrocell, Oreland, PA) were used on a Model 5
(Varian-Cary, Palo Alto, CA) scanning spectropho-
tometer equipped with deuterium and tungsten lamps.
Quantum Dot Wavelength Selection Lim et al. 51
Molecular Imaging . Vol. 2, No. 1, January 2003
Absorbance wavelength scans from 400 to 2000 nm, at a
resolution of 1 nm, were performed on water (air blank),
lipid (olive oil; air blank), OxyHb in PBS, DeoxyHb in
PBS, and protein (albumin) in PBS (PBS blank). Five
individual scans were averaged prior to calculation of
the extinction coefficient at each wavelength. Measured
values matched closely those published previously
[26,27].
Scanning Spectrofluorometry
Fluorescence excitation and emission scans were
performed on a SPEX Fluorolog-2 spectrofluorometer
(Jobin Yvon Horiba, Edison, NJ) equipped with a R928
photomultiplier tube. To preserve high quantum yield
(QY), non-OPCA treated QDs were diluted to 1 mM in
hexane and placed in a 1-cm path length cuvette sand-
wiched by different in vivo simulating media, or tissue,
as shown in Figure 2A.
Modeling QD Performance During In Vivo Imaging
To describe light propagation through tissue, we
assumed the geometry shown in Figure 3A and adapted
a previously described analytical solution to the diffusion
equation [23]. Briefly, for a given fluence rate, the local
rate of energy absorption by QDs (RA in mW/cm3) can be
expressed by the extinction (or absorption) coefficient
of QDs at the excitation wavelength (lEx) as [mQDs(lEx)
(cm�1)] and the spatial distribution of the light energy
fluence rate f(z, lEx), in mW/cm2, where z represents
depth in the tissue:
RAðz;lExÞ ¼ mQDsðlExÞfðz;lExÞ
where mQDs(lEx) = eQDs(lEx) . cQDs, eQDs(lEx) is the
extinction coefficient per mole of QDs and cQDs is the
molar concentration of QDs. Since cQDs did not affect
any of the results discussed below, it was held
constant in all simulations. The fluence rate f(z, lEx)
is given by:
fðz;lExÞ ¼ Eo½D1expð�k1z=dÞ � D2expð�k2z=dÞ�where Eo (mW/cm2) is the incident fluence rate (for
all simulations, Eo was held constant at 50 mW/cm2 at
each wavelength), and d is the effective penetration
depth, defined from diffusion theory as:
d ¼ 1ffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffi3maðma þ m0sÞ
p
where
ma ¼Xn
i¼1
mðlÞa;ici
and
m0s ¼Xn
i¼1
m0ðlÞs;ici
Here, ma(l) (cm� 1) and ms0(l) (cm�1) represent the
total tissue absorption and reduced scattering coeffi-
cients, respectively, and ma,i(l) (M� 1 cm�1) and
ms,i0 (l)(M�1 cm�1) represent the absorption and scatter
coefficients, respectively, of n individual biomolecules
at the particular excitation or emission wavelength, and
at a concentration ci (M), which comprise the tissue.
Values for ma of water, lipid, DeoxyHb, OxyHb and
protein were measured as described above. The rela-
tionship between scattering coefficient and wavelength
(l) can be empirically described as follows: ms0 (l) =
Jl � P [28], where J is related to the scattering density
and P is the scatter power coefficient. The parameters
D1, k1, D2, k2 (and D3, k3, see below) depend solely
upon diffuse reflectance, Rd, which has been previously
investigated through Monte Carlo simulations [23]:
D1 ¼ 3:04 þ 4:90Rd � 2:06 expð�21:1RdÞ
k1 ¼ 1 � ð1 � 1=ffiffiffi3
pÞ expð�18:9RdÞ
D2 ¼ 2:04 � 1:33Rd � 2:04 expð�21:1RdÞ
k2 ¼ 1:59 expð3:36RdÞ
For simplicity, we assumed 1.33 as the refractive
index of tissue for all simulations. The value of Rd
depends on the absorption coefficient of the tissue
and the effective path length that photons travel in the
tissue, and can be approximated as a function of N0,
defined as the ratio of reduced scattering coefficient to
absorption (ms0 /ma). The diffuse reflectance, Rd, from the
surface of a semi-infinite medium is approximated by the
expression [29]:
Rd expð�AdmaÞ ¼ expð� Affiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffi3ð1 þ N 0Þ
p Þ
where
A ¼ 6:3744 þ 0:35688 expðlnðN 0Þ=3:4739Þ
The factor Ad equals the apparent path length L for
photon attenuation due to the absorption coefficient.
A is approximately 7–8 for most soft tissues [29]. These
analytical expressions have accuracy comparable to
Monte Carlo simulations over an essentially unrestricted
52 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
range of diffuse reflectance values [23]. The rate of QD
emission (RE in mW/cm3) is given by:
REðz;lEx;lEmÞ ¼ RAðz;lExÞ QYðlEmÞ Gðz;lEmÞ
where QY(lEm) represents the QY of QDs at the emis-
sion wavelength (lEm). G(z, lEm) or the escape function,
which describes the exponential decay of emitted light
from an isotropic point source at depth z [23], is given
by:
Gðz;lEmÞ ¼ D3expð�k3z=dÞwhere
D3 ¼ 0:32 þ 0:72Rd � 0:16expð�9:11RdÞ
k3 ¼ 1 � 0:30expð�6:12RdÞ
In the case of broadband excitation light, the source
and excitation spectrum must be integrated over all
incident wavelengths. Thus, the above equation can be
rewritten as follows:
REðz;lEx;lEmÞ ¼X
i
½RAðz;lEx;iÞ QYðlEmÞ Gðz;lEmÞ�
The light intensity of RA or RE at any one wavelength
can be converted to number of photons per cm3 (NA,E)
by the following formula:
NA;E ¼ RA;E
1:99 � 10�16=lðnmÞ
If desired, the geometry of the QD source can be
used to convert NA,E into units of mW/cm2. These
equations, along with the attenuation curves for water,
lipid, OxyHb, DeoxyHb, and protein were incorporated
into an Excel 98 spreadsheet (Microsoft, Redmond, WA)
for rapid analysis of model variables. The model is
available from the authors as an Excel spreadsheet.
In Vivo NIR Fluorescence Imaging of the
Coronary Vasculature
Anesthetized rats, weighing 350 g, were ventilated on
an SAR-830AP (CWE, Ardmore, PA) ventilator and a
midline sternotomy was performed. The exposed heart
was imaged as described previously [16] except no laser
was used, and only a single 150-W halogen light source
illuminated the surgical field. A combination of hot
mirrors and band pass filters (Chroma, Brattleboro,
VT) produced broadband excitation light of 400 to
700 nm at a total fluence rate of 2.0 mW/cm2. A 740dcxr
dichroic mirror (740 nm center point) and model
D770/50 emission filter (745–795 nm) were also pur-
chased from Chroma. The Orca-ER (Hamamatsu, Bridge-
water, NJ) NIR camera settings included gain 7 (out of 9),
2 by 2 binning, 640 by 480 pixel field of view, and an
exposure time of 25 msec. Color video camera (HV-D27,
Hitachi, Tarrytown, NY) images were acquired at 30
frames per second at a resolution of 640 by 480 pixels.
Data were acquired and quantitated on a Macintosh
computer equipped with a Digi-16 Snapper (DataCell,
North Billerica, MA) frame grabber (for Orca-ER), CG-7
(Scion, Frederick, MD) frame grabber (for HV-D27) and
IPLab software (Scanalytics, Fairfax, VA). Aqueous-
soluble 752 nm QDs were resuspended in PBS at a
concentration of 2.5 mM. One milliliter (2.5 nmol) of
this suspension was injected intravenously via the tail
vein and the coronary vasculature was imaged as
described in the text and in [16].
Results
Synthesis of Aqueous-Soluble NIR Emitting QDs
Based on an analysis of transmission bands in bio-
logical tissue having different properties (discussed in
detail below), NIR QDs with a peak emission wavelength
at 752 nm were synthesized as described in Materials
and Methods. Extensive characterization using transmis-
sion electron microscopy, X-ray diffraction, and fluo-
rescence lifetime measurements shows that the
structure is consistent with a core consisting of CdTe
and a shell of CdSe (data not shown), and a mean
diameter of approximately 10 nm. QDs were made
soluble in aqueous media by treatment with oligomeric
phosphines as described in Materials and Methods. The
extinction coefficient of these NIR QDs features the
characteristic increase to the blue, with a shoulder at
approximately 730 nm (Figure 1). Scanning spectrofluo-
rometry showed a peak emission at 752 nm, with a full
width half maximum (FWHM) of 60 nm (Figure 1). The
QY in PBS was approximately 25% using Oxazine 725
laser dye [30] as a reference.
QD Performance with Scattering Medium
We sought to determine if the absorbance and emis-
sion properties of QDs were influenced significantly by
the attenuation properties of surrounding tissue. The
experimental geometry is shown in Figure 2A. The first
medium chosen was simply a nonabsorbing buffer (PBS)
into which was added increasing concentrations of Intra-
lipid. Intralipid is a suspension of various lipids in water
that is often used to simulate tissue scatter, and exhibits
scatter that is strongly dependent on wavelength (pro-
portional to l� 2.4 [31]). Shown in Figure 2B is the
. .
. .
Quantum Dot Wavelength Selection Lim et al. 53
Molecular Imaging . Vol. 2, No. 1, January 2003
effect of increasing scatter on NIR QD excitation. In the
absence of scatter (thick solid line), scanning spectro-
fluorometry confirms that fluorescence excitation
matches the pattern of absorbance shown in Figure 1.
However, with as little as 0.02% Intralipid (mS0 0.3 cm�1
at 630 nm), increased QD absorbance at bluer wave-
lengths is lost. The effect of 0.02% Intralipid on QD
emission was insignificant (Figure 2B).
Figure 1. Photoproperties of 752 nm NIR QDs. CdTe(CdSe) core(shell) QDs with peak fluorescent emission at 752 nm were prepared as described in Materials and
Methods and resuspended in PBS at a concentration of 1 mM. Extinction coefficient is shown on the left axis (thick solid line) and photoluminescence (500 nm
excitation) is shown on the right axis (dashed line), both as a function of wavelength.
Figure 2. Experimental geometry and QD performance in scattering and/or absorbing media and tissue. (A) The illumination/detection geometry of
spectrophotometer experiments is shown. Excitation light (lEx) is a single, thin collimated beam propagating through optically thin tissue. QDs at the given
concentration are below the tissue and absorb the net excitation photons. Depending on the quantum yield of the QDs, fluorescent light (lEm) is emitted and
propagates out through the same thickness of tissue. The detector is placed at 90� relative to the excitation light beam. (B – D) The QDs shown in Figure 1 were subjected
to excitation and emission spectrofluorometry, as described in Materials and Methods, using the geometry shown in A. For excitation scans (left curves), the emission
wavelength was fixed at 752 nm. For emission scans (right curves), the excitation wavelength was fixed at 550 nm (Intralipid) or 650 nm (blood, skin). For
comparison, QD performance in PBS is shown on each graph (thick solid line). Data are normalized for display on a single ordinate. Experimental conditions are as
follows: (B) QD fluorescence excitation (left) and emission (right) in 0.02% Intralipid (dashed line); (C) QD fluorescence excitation (left) and emission (right) in
human whole blood (i.e., a tissue exhibiting wavelength-independent scatter) diluted 50-fold (dashed line); (D) QD fluorescence excitation (left) and emission (right)
in 0.99-mm-thick nonpigmented hairless mouse skin (i.e., a tissue exhibiting wavelength-dependent scatter).
54 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
QD Performance with Tissues Having Absorbance
and Either Wavelength-Independent or
Wavelength-Dependent Scatter
We next asked how QDs would perform when sur-
rounded by actual biological tissues. For these experi-
ments, human whole blood was chosen as an absorbing
tissue whose scatter was independent of wavelength,
and nonpigmented hairless mouse skin as a tissue
whose scatter was dependent on wavelength [17]. As
shown in Figure 2C (left curves), QDs surrounded by
even dilute human blood had a complex wavelength-
dependent excitation spectrum, which differed mark-
edly from the predicted QD absorbance in nonabsorbing
and nonscattering medium. Most importantly, increasing
absorption at bluer wavelengths was absent. The wave-
length dependence of emission was fairly symmetrical
about the predicted peak emission of 752 nm (Figure
2C, right curves). The loss of bluer wavelength in the QD
excitation spectrum was even more pronounced at
higher blood concentrations (data not shown). As
shown in Figure 2D (left curves), the excitation spec-
trum of QDs surrounded by hairless mouse skin exhib-
ited essentially a compete loss of bluer wavelengths, and
QD emission was slightly red-shifted.
We conclude from these data and additional simula-
tions (not shown) that biological tissue exhibits a ‘‘filter’’
effect that can counteract the advantageous increase in
QD absorbance at bluer wavelengths. This effect is
highly dependent on the shape of the QD absorbance
curve and the shapes and strengths of the tissue absorb-
ance and scatter attenuation curves. Furthermore, when
the tissue scatter power coefficient is high, there can be
a red shift of peak QD emission.
Selection of QD Peak Emission Wavelengths Based on
Tissue Transmission Bands
For reflectance fluorescence imaging, the light source
is typically uniform and diffuse, and perpendicular to
the air/tissue interface. Since QDs will likely be used in
the future for tumor targeting, and specifically for the
detection of small collections of malignant cells, in our
analysis, they are assumed to be concentrated at a point,
at a depth z below the air/tissue interface (Figure 3A).
Garnder et al. [23] have already described an analytical
solution to the diffusion equation that matches this
imaging geometry, and have validated its accuracy
against Monte Carlo simulations.
Using this model in spreadsheet format (see Materials
and Methods), we could simulate QD performance
under conditions of varying absorbance, scatter, tissue
thickness, and QD optical properties. In most tissues,
absorbance is dominated by H2O and hemoglobin (Hb),
each of which has local minima and maxima of trans-
mission. Although total photon transmission is a con-
tinuum, to simplify the analysis, we will focus on the four
transmission ‘‘bands’’ shown in Figure 3B: 690–915 nm
(Band 1), 1025–1150 (Band 2), 1225–1370 nm (Band 3),
and 1610–1710 nm (Band 4). The lower limit of Band 1
is bounded by Hb absorbance, whereas its upper limit is
bounded by lipid and H2O absorbance. All other trans-
mission bands represent local minima in the H2O
absorption curve. Band 4 ends at 1710 in this analysis
to avoid a sharp lipid absorbance peak at 1735 nm ([32];
data not shown).
Shown simulated in Figure 3B are the number of
photons transmitted through tissues of varying H2O to
Hb ratio, scatter power coefficient, and thickness, as a
function of wavelength. For simplicity, the OxyHb to
DeoxyHb ratio was fixed at 1:1, and lipid content was
fixed at 15% by weight (i.e., 0.25 M assuming an average
lipid molecular weight of 600 Da and an equal ratio of
cholesterol and phosphatidylcholine). Model parame-
ters used for the simulation included: thickness as
shown, water content = 75%, lipid content = 0.25 M,
OxyHb concentration = 1.25 or 0.02 mM, DeoxyHb con-
centration = 1.25 or 0.02 mM, protein concentration =
2.5 mM, absolute scatter at 630 nm = 8.9 cm�1 (wave-
length-independent scatter) or 23 cm�1 (wavelength-
dependent scatter), and scatter power coefficient = 0
(wavelength-independent scatter) or 2.81 (wavelength-
dependent scatter). These model parameters were
chosen to match previously described parameters [17]
for blood (wavelength-independent scatter) and skin
(wavelength-dependent scatter). Four hundred nano-
meters was chosen as a lower limit for the simulation
since ultraviolet light penetrates poorly into tissue, and
2000 nm was chosen as the upper limit due to water’s
extreme absorption above this wavelength.
For a scatter power coefficient of zero (i.e., wave-
length-independent scatter; Figure 3B, upper), relative
transmission was highly influenced by both the H2O-to-
Hb ratio and tissue thickness. In particular, at a high Hb-
to-H2O ratio, transmission through Bands 1, 2, and 4
decreased more rapidly than through Band 3 with
increasing thickness, and at all H2O-to-Hb ratios, trans-
mission through Band 4 had the most rapid decrease
with increasing thickness. Relative transmission through
Bands 1 and 2 were affected similarly by tissue thickness
(significantly less than through Bands 3 and 4) in the
presence of a high H2O-to-Hb ratio, and transmission
through Band 3 was the least affected by tissue thickness
in the presence of a high Hb-to-H2O ratio.
Quantum Dot Wavelength Selection Lim et al. 55
Molecular Imaging . Vol. 2, No. 1, January 2003
Figure 3. Predicted photon transmission properties of biological tissue as a function of scatter, H2O-to-Hb ratio, and thickness. (A) The illumination/detection
geometry used for predicting the performance of QDs for reflectance fluorescence imaging assumes continuous wave, uniform irradiance normal to the air/tissue
interface, a semi-infinite thick tissue, and a point of QDs embedded in the tissue at a given depth. Fluorescent light emitted by the QDs (dashed lines) propagates back
through the tissue and is detected at 0� relative to excitation light. (adapted from [23]). (B) Using the model geometry shown in A, the relative number of transmitted
photons as a function of wavelength was simulated on tissues of high H2O-to-Hb ratio (left panels) or high Hb-to-H2O ratio (right panels), at tissue thicknesses of 0.25 cm
(thick solid line) or 1 cm (dashed line). Simulated tissues exhibited either wavelength-independent scatter (upper panels) or wavelength-dependent scatter (lower
panels). The analysis identified four possible transmission bands (black bars below ordinate) as described in the text. The arrow above each transmission band
identifies the peak QD emission wavelength used for subsequent analysis.
56 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
For a high scatter power coefficient (i.e., wavelength-
dependent scatter; Figure 3B, lower), the patterns of
transmission were similar to those found for wavelength-
independent scatter, but overall, relative transmission
favored longer wavelengths. These transmission results
are consistent with previous empirical measurements
[33–35] and serve to guide the choice of optimal QD
emission wavelengths (see below).
Simulated Performance of Various NIR and IR QD
Contrast Agents
We next simulated the performance of QDs with peak
emission in Bands 1 through 4 after embedding in
tissues with varying H2O-to-Hb ratios and scatter power
coefficients. For simplicity, tissue thickness was fixed at
0.5 cm. QD peak emission was chosen at two thirds the
width of the transmission band to provide enough
bandwidth to accommodate excitation close to the
emission wavelength (if needed) and the broader emis-
sion curves associated with longer wavelength QDs. To
eliminate variability due to the shape of the QD absorp-
tion curve (itself a function of the semiconductor mate-
rials used and particular preparation; see Discussion)
and aqueous QY (a function of the semiconductor
materials and surface coating), these parameters were
fixed. In particular, the shape of the QD absorption
curve used in the simulation is common to many
different types of QD materials ([25,36–38]; J. Steckel,
unpublished data). The emission curve was simulated
with a Gaussian distribution. FWHMs for 840, 1110, 1320,
and 1680 nm QDs were chosen based on literature and
empirical data, and were 76, 104, 145, and 235 nm,
respectively. QY was fixed at 50%, and the extinction
coefficient at the first absorption peak was fixed at
1 � 106 M � 1 cm � 1. Other model parameters used
for this simulation included: broadband excitation from
400 nm to the peak emission wavelength using a con-
stant fluence rate at each wavelength, thickness 0.5 cm,
water content = 75%, lipid content = 0.25 M, OxyHb
concentration = 1.25 or 0.02 mM (1:1 ratio with
DeoxyHb), DeoxyHb concentration = 1.25 or 0.02 mM,
protein concentration = 2.5 mM, absolute scatter at
630 nm = 8.9 cm�1 (wavelength-independent scatter)
or 23 cm�1 (wavelength-dependent scatter), and scatter
power coefficient = 0 (wavelength-independent scatter)
or 2.81 (wavelength-dependent scatter).
As shown in Figure 4, QD performance was predicted
to be affected significantly by tissue optical properties.
Specifically, for tissues with a high H2O-to-Hb ratio (thin
solid curves), the key feature of QD excitation at bluer
wavelengths was often preserved, suggesting that broad-
band excitation light can be used. However, at a high
Hb-to-H2O ratio (dashed curves), QD excitation fell
rapidly below 700 nm. When wavelength-dependent
scatter was also present, excitation was further confined
to a narrow band close to QD peak emission, with high
similarity to the pattern of excitation typically seen using
conventional fluorophores. QD emission (data not
shown) was also affected significantly by tissue absorb-
ance and scatter. Specifically, a red shift in peak emission
wavelength was often seen in the presence of wave-
length-dependent scatter (see also Figure 2D), and the
emission of 1680 nm QDs was additionally affected by
lipid absorption (not shown).
Selection of QD Excitation and Emission Wavelengths
Based on Photon Yield
A direct comparison of QDs with emission centered
at 840, 1110, 1320, and 1680 nm, as a function of
absolute scatter and tissue thickness, is presented in
Figure 5A for a high H2O-to-Hb ratio, and Figure 5B for a
high Hb-to-H2O ratio. Model parameters were otherwise
as described for Figure 4. Note is again made that
excitation was broadband, from 400 nm to the peak
emission wavelength, using a constant fluence rate at
each wavelength. For simplicity, results are displayed as
the ratio of the total photon yield of 1320 nm QDs
relative to the others.
Over the full range of tissue H2O-to-Hb ratio, absolute
scatter, scatter power coefficient, and thickness tested,
1680 nm QDs performed poorly relative to the others,
mainly due to the effect of H2O absorption. In tissues
with a high H2O-to-Hb ratio (Figure 5A), regardless of
scatter power coefficient, 1110 nm QDs outperformed
840 and 1320 nm QDs by up to fivefold. In the presence
of wavelength-dependent scatter, 1320 nm QDs out-
performed 840 nm QDs, but only up to twofold.
In contrast, in the presence of a high Hb-to-H2O ratio
(Figure 5B), 1320 nm QDs outperformed 840 nm QDs
by 32-fold to 5 � 103 fold, and 13-fold to 1 � 106 fold,
over the tested range of scatter and thickness, respec-
tively, with the highest performance in tissues with
wavelength-dependent scatter. 1320 nm QDs also out-
performed 1110 and 1680 nm QDs, but by a less
significant magnitude. The significance of these results
for biomedical applications is discussed below.
NIR Fluorescence Imaging of the Coronary Vasculature
with QDs Using Broadband White Light Excitation
Imaging of blood flowing through the coronary vas-
culature is of paramount importance since even brief
ischemia to the myocardium can lead to infarction,
and cardiac revascularization requires assessment of
vessel patency. We have previously developed an
Quantum Dot Wavelength Selection Lim et al. 57
Molecular Imaging . Vol. 2, No. 1, January 2003
intraoperative NIR fluorescence imaging system that can
be used with conventional fluorophores such as indoc-
yanine green and IRDye78 for real-time assessment of
coronary vasculature in beating hearts [16]. Conven-
tional fluorophores, however, absorb in a relatively
narrow wavelength band, and typically require a sepa-
rate NIR (770 nm) laser light source for excitation. We
therefore asked whether NIR QDs could be used in
place of conventional fluorophores for vascular imaging,
and whether a single white light source could replace
laser excitation, and be used for both standard illumina-
tion and QD fluorescence excitation.
Figures 2C, 3, and 4 suggest that for tissues with
wavelength-independent scatter and a high Hb-to-H2O
ratio, such as blood, QDs with a peak emission within
transmission Band 1 might perform well, provided that
tissue thickness is minimal. To choose a QD emission
wavelength optimal for the silicon-based CCD camera
available to us, the model in spreadsheet format
was used to compare QDs spanning Band 1. It was
Figure 4. Predicted absorbance of NIR and IR QDs as a function of tissue scatter, H2O-to-Hb ratio, and thickness. Absorbance scans for various QDs embedded in
tissue with either wavelength-independent scatter (left panels) or wavelength-dependent scatter (right panels) were simulated as described in the text. Simulations were
run in the presence of PBS only (thick solid line) or in the presence of 0.5 cm of tissue with a high H2O-to-Hb ratio (thin solid line) or a high Hb-to-H2O ratio (dashed
line) as described in the text. QD peak emission is shown along the left edge of the page. Data are normalized for display on a single ordinate.
58 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
Figure 5. Comparison of NIR and IR QD performance as a function of tissue scatter, H2O-to-Hb ratio, and thickness. (A) Comparison of final photon yield of 840, 1110,
1320, and 1680 nm emitting QDs, as a function of tissue scatter and thickness, in tissue with a high H2O-to-Hb ratio. Simulated tissues exhibited either wavelength-
independent scatter (upper panels) or wavelength-dependent scatter (lower panels). To determine the effect of scatter (left panels), tissue thickness was fixed at 0.5 cm.
To determine the effect of tissue thickness, absolute scatter at 630 nm was fixed at 8.9 cm � 1 (wavelength-independent scatter) or 23 cm � 1 (wavelength-dependent
scatter), and the scatter power coefficient fixed at either 0 (wavelength-independent scatter) or 2.81 (wavelength-dependent scatter). On the ordinate is shown the
photon yield as a ratio of 1320 nm QDs to either 840 nm QDs (thick solid line), 1110 nm QDs (thin solid line), or 1680 nm QDs (dashed line). (B) The simulation
described in B was repeated in tissue with a high Hb-to-H2O ratio.
Quantum Dot Wavelength Selection Lim et al. 59
Molecular Imaging . Vol. 2, No. 1, January 2003
Figure 6. NIR fluorescence imaging of the coronary vasculature using NIR QD contrast agents. (A) The absorbance (thick black line) and photoluminescence (dashed
line) of 752 nm QDs embedded in 282 mm of whole blood was simulated using the model described in the text. Shown below the abscissa (black bar) is the broadband
wavelength range used for general illumination and QD fluorescence excitation (400 to 700 nm). (B) Using the intraoperative NIR fluorescence imaging system
described in Materials and Methods, the coronary vasculature of a beating rat heart was imaged before and after intravenous injection of 2.5 nmol of 752 nm emitting
QDs. Shown are the color video image (upper left panel), preinjection NIR autofluorescence (upper right panel), postinjection NIR fluorescence (lower left panel), and
pseudocolor merged image of the color video and postinjection NIR fluorescence images (lower right panel). Illumination and fluorescence excitation were from the
same broadband white light source as shown in A. NIR fluorescence images have identical exposure times (25 msec) and normalization.
60 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
determined (data not shown) that QDs having peak
emission at 752 nm would maximize the number of
photons collected by the camera, and these particular
NIR QDs were synthesized as described above.
Shown in Figure 6A is the simulation of 752 nm QDs
embedded in arterial blood. Since the average coronary
vessel diameter of the rat heart is only 282 mm [39], we
hypothesized that 752 nm QDs could be excited with
broadband white light of 400 to 700 nm, that is, the
same light used to illuminate the surgical field. Indeed,
our analysis suggested that over 75% of absorbed pho-
tons would be contained within the 400–700 nm band.
Moreover, the relatively thin coronary vessels of the rat
heart were not predicted to degrade emission signal
(Figure 6A). These predictions appear to have been
reasonable since intravenous injection of only 2.5 nmol
of 752 nm emitting NIR QDs into the rat, and broadband
white light excitation at a total fluence rate (i.e., the
integral of 400 to 700 nm light) of only 2.0 mW/cm2,
resulted in an NIR fluorescence signal of the coronary
vasculature with an over 5:1 signal to background ratio
for a 25-msec exposure (Figure 6B). This same signal-to-
noise would require injection of 2.5 nmol of the con-
ventional fluorophore IRDye78-CA and irradiation with a
771-nm laser at a fluence rate of 12.5 mW/cm2 [16].
These data suggest that, under certain conditions, NIR
QDs may perform well as in vivo vascular contrast agents
using inexpensive white light excitation and a relatively
low fluence rate.
Discussion
The goal of this study was to better understand how
tissue absorbance, scatter, and thickness might affect the
performance of QDs when embedded in biological
tissue and used as contrast agents for biomedical assays
and imaging. We have assumed throughout our analysis
that the excitation fluence at the QDs is within their
linear response regime, and well below their saturation
limit. We estimate the saturation limit of 840 nm QDs to
be on the order of � 1 kW/cm2, and from Fermi’s golden
rule, � 0.25 kW/cm2 for 1320 nm QDs. Indeed, the
vascular imaging data of this article were obtained with
an external excitation fluence rate of only 2.0 mW/cm2.
Our analysis was necessitated by the observation that
biological tissue has a dramatic filtering effect on QD
absorbance (Figures 2B–D). Using a previously validated
mathematical model that fits well the geometry of
reflectance fluorescence imaging, we were able to for-
mulate testable hypotheses regarding the selection of
QD wavelengths for biomedical applications. Our data
suggest that the magnitude of tissue scatter, the scatter
power coefficient, tissue thickness, and the ratios of
absorbing components can have profound effects on
QD excitation and emission wavelength choice. Despite
the complexity of a model with many independent
variables, several generalizations can be inferred from
the data.
In tissues with a high H2O-to-Hb ratio and either
wavelength-independent scatter (e.g., postmenopausal
breast [17,18]) or wavelength-dependent scatter (e.g.,
skin [17]), the unique and desired property of QDs,
namely, increasing excitation at bluer wavelengths, is
largely preserved (Figure 4, solid line), and QDs emitting
in Bands 1, 2, or 3 (Figure 5A) should perform well, with
a slight overall advantage for Band 2.
In tissues with a high Hb-to-H2O ratio (e.g., blood),
regardless of scatter type, 1320 nm QDs outperform
840 nm QDs by up to several orders of magnitude over a
wide range of tissue thickness and absolute values of
scatter. Importantly, QD excitation is also often severely
constrained to a narrow band very close to the peak
emission wavelength (Figure 4). Hence, under these
conditions, the pattern of QD excitation is strikingly
similar to that of conventional fluorophores. The
emission properties of QDs embedded in tissue with
wavelength-dependent scatter also differ markedly from
nonembedded QDs, with a red shift of peak emission
under many conditions (data not shown).
The results of this study span the extremes of tissue
characteristics, from a high Hb-to-H2O ratio and wave-
length-independent scatter (e.g., blood [17]) to a high
H2O-to-Hb ratio and wavelength-dependent scatter
(e.g., skin [17]). Hence, most tissues will have charac-
teristics between these two extremes. Although the
model data suggest that QD excitation and emission
wavelengths should be chosen based on the specific
tissue(s) being imaged, the data also suggest that Band
3 QDs may provide the best overall performance for
most biomedical applications. When compared to 840
nm QDs, 1320 nm QDs are predicted to provide a large
improvement in photon yield in tissues such as blood.
This result is significant since conventional fluoro-
phores presently being used for biomedical imaging
and assays typically have emission within Band 1
(i.e., the ‘‘near-infrared window’’ as defined by Chance
[40]). For instance, Cy7, IRDye78, and indocyanine
green emit in the 700 to 830 nm range. Our results
suggest that Band 3 QDs may greatly outperform
Band 1 QDs and conventional fluorophores in many
tissues. These improvements may be even more pro-
nounced when considering the typically higher QY of
Quantum Dot Wavelength Selection Lim et al. 61
Molecular Imaging . Vol. 2, No. 1, January 2003
NIR and IR QDs over conventional fluorophores and
their possible insensitivity to photobleaching. The
emission curves for Band 3 QDs also fall completely
within the sensitivity curve of commercially available
indium–gallium–arsenide (InGaAs) cameras, making
such imaging practical.
It should be noted that the conclusions of this study
are not significantly affected by model geometry. When
the simulations were run using an analytical solution to
the diffusion equation that utilizes a point light source,
rather than uniform irradiance [41], similar results were
obtained (data not shown). The conclusions also appear
to remain valid when single wavelength excitation,
rather than broadband excitation, is used. For example,
1320 nm QDs are predicted to retain over 65% of their
higher photon yield compared with 840 nm QDs when
both are excited at their respective first excitation peak
(data not shown).
To prove the utility of these simulations, we used the
results to design, produce, and characterize 752 nm NIR
QDs specifically tailored for imaging rat coronary vascu-
lature with a silicon CCD camera. The simulation sug-
gested that broadband white light could be used for
efficient excitation of such QDs (Figure 6A), and indeed,
this appears to be the case (Figure 6B). The ability to
predict that inexpensive broadband light sources of
low fluence rate can be used in particular applications
may help to minimize system engineering and equip-
ment costs.
To simplify the above analysis, the shape of the
QD absorbance curves, extinction coefficient at the
first absorbance peak, and QY were held constant
among the various NIR and IR QDs. Of course, the
choice of semiconductor material will greatly impact
the QD absorbance curve, emission wavelength, par-
ticle size, and QY [42]. The shape of the absorbance
curve, in particular, will be a strong function of the
materials used, and even of the purity of the particu-
lar QD preparation. In our experience, however, the
shape difference between materials such as CdSe [25],
CdTe [43], and PbSe [44] had little overall effect
when other variables were held constant, and the
spreadsheet format of the model made comparative
simulation of QD materials straightforward. It should
be emphasized that the predictions of our study can
be tested immediately. The literature already provides
semiconductor material choices and synthetic strat-
egies for QDs emitting within Band 1 (CdTe [43,45]
and InP [1]), Band 2 (InAs [36,37]), Band 3 (HgTe
[46,47] and PbSe [44]), and Band 4 (HgTe [46,47]
and PbSe [44]).
We are hopeful that the above analysis, and the
availability of the model as a spreadsheet, will permit
QD wavelengths to be chosen rationally, before the
laborious process of QD production is initiated. Although
we predict that the absorption advantage of QDs can be
lost once embedded in certain biological tissue, the
tunability of QDs to optimal wavelengths remains a
feature of paramount importance, and is predicted to
result in significant improvements in photon yield over
the conventional fluorophores now being used.
Of course, even after choice of optimal excitation and
emission wavelengths, it remains to be seen how surface
coating, QY, in vivo chemical stability, in vivo photo-
stability, toxicity, and pharmacokinetics will impact the
use of QDs as contrast agents for biomedical applica-
tions. To date, there are no published reports on the
toxicity of QDs after in vivo administration, and many of
the semiconductor materials cited above are known
toxins when free in solution. Their toxicity when com-
plexed as nanocrystals remains to be determined. The
oligomeric phosphines used for capping in this study
appear to have preserved photostability, at least after
initial contact with plasma. Clearly, the surface coating of
QDs will be of paramount importance with respect to
imparting aqueous solubility, minimizing nonspecific
tissue interactions, and maximizing quantum yield.
Future studies will undoubtedly be directed towards
addressing these issues.
Acknowledgments
We thank Lev T. Perelman (BIDMC) and Jeffrey S. Souris (University of
Pennsylvania) for many helpful discussions. We thank Jonathan Steckel
for assistance with QD preparation; Elisabeth L. Shaw (MIT CMSE),
John C. Hahn (Varian), and Alec M. DeGrand (BIDMC) for technical
assistance; and Grisel Rivera for administrative assistance. This work
was supported by the Post-Doctoral Fellowship Program of the
Korea Science and Engineering Foundation (KOSEF). This work was
also supported in part by the NSF-Materials Research Science
and Engineering Center program under grant DMR-9808941 (M. G.
Bawendi), by the Office of Naval Research (M. G. Bawendi), the Stewart
Trust of Washington, DC (J. V. Frangioni), Department of Energy
(Office of Biological and Environmental Research) DE-FG02-01ER63188
( J. V. Frangioni), and NIH R21 EB-00673 ( J. V. Frangioni and M. G.
Bawendi). Nonanimal experiments were also supported by a Clinical
Scientist Development Award of the Doris Duke Charitable Foundation
( J. V. Frangioni).
References
[1] Bruchez M Jr., Moronne M, Gin P, Weiss S, Alivisatos AP (1998).
Semiconductor nanocrystals as fluorescent biological labels.
Science. 281:2013–2016.
62 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003
[2] Chan WCW, Nie SM (1998). Quantum dot bioconjugates for
ultrasensitive nonisotopic detection. Science. 281:2016– 2018.
[3] Mattoussi H, Mauro JM, Goldman ER, Anderson GP, Sundar VC,
Mikulec FV, Bawendi MG (2000). Self-assembly of CdSe–ZnS
quantum dot bioconjugates using an engineered recombinant
protein. J Am Chem Soc. 122:12142–12150.
[4] Klarreich E. (2001). Biologists join the dots. Nature. 413:
450–452.
[5] Chan WC, Maxwell DJ, Gao X, Bailey RE, Han M, Nie S (2002).
Luminescent quantum dots for multiplexed biological detection
and imaging. Curr Opin Biotechnol. 13:40– 46.
[6] Wu X, Liu H, Liu J, Haley KN, Treadway JA, Larson JP, Ge N, Peale
F, Bruchez MP (2002). Immunofluorescent labeling of cancer
marker Her2 and other cellular targets with semiconductor
quantum dots. Nat Biotechnol.
[7] Dubertret B, Skourides P, Norris DJ, Noireaux V, Brivanlou AH,
Libchaber A (2002). In vivo imaging of quantum dots encapsu-
lated in phospholipid micelles. Science. 298:1759– 1762.
[8] Pathak S, Choi SK, Arnheim N, Thompson ME (2001). Hydroxy-
lated quantum dots as luminescent probes for in situ hybrid-
ization. J Am Chem Soc. 123:4103– 4104.
[9] Gerion D, Parak WJ, Williams SC, Zanchet D, Micheel CM,
Alivisatos AP (2002). Sorting fluorescent nanocrystals with DNA.
J Am Chem Soc. 124:7070– 7074.
[10] Goldman ER, Balighian ED, Mattoussi H, Kuno MK, Mauro JM,
Tran PT, Anderson GP (2002). Avidin: A natural bridge for
quantum dot– antibody conjugates. J Am Chem Soc. 124:
6378–6382.
[11] Goldman ER, Anderson GP, Tran PT, Mattoussi H, Charles PT,
Mauro JM (2002). Conjugation of luminescent quantum dots
with antibodies using an engineered adaptor protein to
provide new reagents for fluoroimmunoassays. Anal Chem.
74:841– 847.
[12] Rosenthal SJ, Tomlinson I, Adkins EM, Schroeter S, Adams S,
Swafford L, McBride J, Wang Y, DeFelice LJ, Blakely RD (2002).
Targeting cell surface receptors with ligand-conjugated nano-
crystals. J Am Chem Soc. 124:4586– 4594.
[13] Akerman ME, Chan WC, Laakkonen P, Bhatia SN, Ruoslahti E
(2002). Nanocrystal targeting in vivo. Proc Natl Acad Sci USA.
99:12617– 12621.
[14] Jaiswal JK, Mattoussi H, Mauro JM, Simon SM (2003). Long-term
multiple color imaging of live cells using quantum dot
bioconjugates. Nat Biotechnol. 21:47– 51.
[15] Zaheer A, Lenkinski RE, Mahmood A, Jones AG, Cantley LC,
Frangioni JV (2001). In vivo near-infrared fluorescence imaging
of osteoblastic activity. Nat Biotechnol. 19:1148–1154.
[16] Nakayama A, del Monte F, Hajjar RJ, Frangioni JV (in press).
Functional near-infrared fluorescence imaging for cardiac surgery
and targeted gene therapy. Mol Imaging.
[17] Cheong WF, Prahl SA, Welch AJ (1990). A review of the optical
properties of biological tissues. IEEE J Quantum Electron.
26:2166– 2195.
[18] Cerussi AE, Berger AJ, Bevilacqua F, Shah N, Jakubowski D,
Butler J, Holcombe RF, Tromberg BJ (2001). Sources of
absorption and scattering contrast for near-infrared optical
mammography. Acad Radiol. 8:211– 218.
[19] Weissleder R (2001). A clearer vision for in vivo imaging. Nat
Biotechnol. 19:316– 317.
[20] Weissleder R, Tung CH, Mahmood U, Bogdanov A (1999). In vivo
imaging of tumors with protease-activated near-infrared fluores-
cent probes. Nat Biotechnol. 17:375–378.
[21] Becker A, Hessenius C, Licha K, Ebert B, Sukowski U, Semmler
W, Wiedenmann B, Grotzinger C (2001). Receptor-targeted
optical imaging of tumors with near-infrared fluorescent ligands.
Nat Biotechnol. 19:327– 331.
[22] Bugaj JE, Achilefu S, Dorshow RB, Rajagopalan R (2001). Novel
fluorescent contrast agents for optical imaging of in vivo tumors
based on a receptor-targeted dye-peptide conjugate platform.
J Biomed Opt. 6:122– 133.
[23] Gardner CM, Jacques SL, Welch AJ (1996). Light transport in
tissue: Accurate expressions for one-dimensional fluence rate
and escape function based upon Monte Carlo simulation. Lasers
Surg Med. 18:129– 138.
[24] Drabkin DL (1946). Spectrophotometric studies: XIV. The
crystallographic and optical properties of the hemoglobin of
man in comparison with those of other species. J Biol Chem.
164:703– 723.
[25] Leatherdale CA, Woo WK, Mikulec FV, Bawendi MG (2002). On
the absorption cross-section of CdSe nanocrystal quantum dots.
J Phys Chem B. 106:7619– 7622.
[26] Conway JM, Norris KH, Bodwell CE (1984). A new approach for
the estimation of body composition: Infrared interactance. Am J
Clin Nutr. 40:1123– 1130.
[27] Kuenstner JT, Norris K, Kalasinsky VF (1997). Spectrophotometry
of human hemoglobin in the midinfrared region. Biospectro-
scopy. 3:225–232.
[28] Mourant JR, Fuselier T, Boyer J, Johnson TM, Bigio IJ (1997).
Predictions and measurements of scattering and absorption
over broad wavelength ranges in tissue phantoms. Appl Opt.
36:949– 957.
[29] Jacques SL (1999). Oregon Medical Laser Center News. Vol.
1999.
[30] Sens R, Drexhage KH (1981). Fluorescence quantum yield of
oxazine and carbazine laser dyes. J Lumin. 24–25:709– 712.
[31] van Staveren HG, Moes CJM, van Marle J, Prahl SA, van
Gemert MJC (1991). Light scattering in Intralipid-10% in the
wavelength range of 400– 1100 nanometers. Appl Opt. 30:
4507– 4514.
[32] Kou L, Labrie D, Chylek P (1993). Refractive indices of water
and ice in the 0.65- to 2.5-mm spectral range. Appl Opt. 32:
3531– 3540.
[33] Wan S, Parrish JA, Anderson RR, Madden M (1981). Trans-
mittance of nonionizing radiation in human tissues. Photochem
Photobiol. 34:679– 681.
[34] Anderson RR, Parrish JA (1981). The optics of human skin.
J Invest Dermatol. 77:13– 19.
[35] Du Y, Hu XH, Cariveau M, Ma X, Kalmus GW, Lu JQ (2001).
Optical properties of porcine skin dermis between 900 nm and
1500 nm. Phys Med Biol. 46:167– 181.
[36] Guzelian AA, Banin U, Kadavanich AV, Peng X, Alivisatos AP
(1996). Colloidal chemical synthesis and characterization of InAs
nanocrystal quantum dots. Appl Phys Lett. 69:1432–1434.
[37] Cao YW, Banin U (2000). Growth and properties of semi-
conductor core/shell nanocrystals with InAs cores. J Am Chem
Soc. 122:9692– 9702.
[38] Murray CB, Sun S, Gaschler W, Doyle H, Betley TA, Kagan CR
(2001). Colloidal synthesis of nanocrystals and nanocrystal
superlattices. IBM J Res Dev. 45:47– 56.
[39] Szekeres M, Dezsi L, Nadasy GL, Kaley G, Koller A (2001).
Pharmacologic inhomogeneity between the reactivity of intra-
mural coronary arteries and arterioles. J Cardiovasc Pharmacol.
38:584– 592.
[40] Chance B (1998). Near-infrared images using continuous, phase-
modulated, and pulsed light with quantitation of blood and
blood oxygenation. Ann NY Acad Sci. 838:29– 45.
[41] Fridolin I, Hansson K, Lindberg LG (2000). Optical non-invasive
technique for vessel imaging: II. A simplified photon diffusion
analysis. Phys Med Biol. 45:3779–3792.
[42] Kershaw SV, Harrison M, Rogach AL, Kornowski A (2000).
Development of IR-emitting colloidal II–VI quantum-dot mate-
rials. IEEE J Sel Top Quantum Electron. 6:534–543.
[43] Gaponik N, Talapin DV, Rogach AL, Hoppe K, Shevchenko EV,
Quantum Dot Wavelength Selection Lim et al. 63
Molecular Imaging . Vol. 2, No. 1, January 2003
Kornowski A, Eychmueller A, Weller H (2002). Thiol-capping of
CdTe nanocrystals: An alternative to organometallic synthetic
routes. J Phys Chem B. 106:7177–7185.
[44] Chen F, Stokes KL, Zhou W, Fang J, Murray CB (2002). Synthesis
and properties of lead selenide nanocrystal solids. Mater Res Soc
Symp Proc. 691:359– 364.
[45] Murray CB, Norris DJ, Bawendi MG (1993). Synthesis and
characterization of nearly monodisperse CdE (E = S,Se,Te)
semiconductor nanocrystallites. J Am Chem Soc. 115:8706– 8715.
[46] Rogach A, Kershaw S, Burt M, Harrison M, Kornowski A,
Eychmuller A, Weller H (1999). Colloidally prepared HgTe
nanocrystals with strong room-temperature infrared lumines-
cence. Adv Mater (Weinheim, Germany). 11:552– 555.
[47] Harrison MT, Kershaw SV, Burt MG, Eychmuller A, Weller H,
Rogach AL (2000). Wet chemical synthesis and spectroscopic
study of CdHgTe nanocrystals with strong near-infrared
luminescence. Mater Sci Eng B: Solid-State Mater Adv Technol.
B69–70:355– 360.
64 Quantum Dot Wavelength Selection Lim et al.
Molecular Imaging . Vol. 2, No. 1, January 2003