temperatures Carlos A. OrtizAstrid L. Giraldo ...cenaprot.mx/page/images/adjuntos/6.2017PSZ.pdf ·...
Transcript of temperatures Carlos A. OrtizAstrid L. Giraldo ...cenaprot.mx/page/images/adjuntos/6.2017PSZ.pdf ·...
Properties of sputtered ZnS and ZnS:A (A = Er, Yb) films grown at low substratetemperaturesCarlos A. OrtizAstrid L. Giraldo-BetancurMartín A. Hernández-LandaverdeMarius Ramírez-CardonaArturoMendoza-Galván and Sergio Jiménez-Sandoval
Citation: Journal of Vacuum Science & Technology A: Vacuum, Surfaces, and Films 35, 031505 (2017); doi:10.1116/1.4978946View online: http://dx.doi.org/10.1116/1.4978946View Table of Contents: http://avs.scitation.org/toc/jva/35/3Published by the American Vacuum Society
Properties of sputtered ZnS and ZnS:A (A 5 Er, Yb) films grown at lowsubstrate temperatures
Carlos A. OrtizCentro de Investigaci�on y de Estudios Avanzados del IPN, Unidad Quer�etaro, Libramiento NorponienteNo. 2000, Fracc. Real de Juriquilla, 76230 Quer�etaro, Mexico and Centro de F�ısica Aplicada y Tecnolog�ıaAvanzada, Universidad Nacional Aut�onoma de Mexico, Boulevard Juriquilla 3001, Juriquilla,76230 Quer�etaro, Mexico
Astrid L. Giraldo-BetancurCONACyT-Centro de Investigaci�on y de Estudios Avanzados del IPN, Unidad Quer�etaro, LibramientoNorponiente No. 2000, Fracc. Real de Juriquilla, 76230 Quer�etaro, Mexico
Mart�ın A. Hern�andez-LandaverdeCentro de Investigaci�on y de Estudios Avanzados del IPN, Unidad Quer�etaro, Libramiento NorponienteNo. 2000, Fracc. Real de Juriquilla, 76230 Quer�etaro, Mexico
Marius Ram�ırez-CardonaCentro de Investigaciones en Ciencias de la Tierra y Materiales, Universidad Aut�onoma del Estado deHidalgo, Pachuca, 42039 Hidalgo, Mexico
Arturo Mendoza-Galv�an and Sergio Jim�enez-Sandovala)
Centro de Investigaci�on y de Estudios Avanzados del IPN, Unidad Quer�etaro, Libramiento NorponienteNo. 2000, Fracc. Real de Juriquilla, 76230 Quer�etaro, Mexico
(Received 1 October 2016; accepted 7 March 2017; published 21 March 2017)
Radio-frequency magnetron sputtering was used to deposit ZnS thin films doped with rare earth
elements (Er and Yb) on glass substrates at two different temperatures (room temperature and
180 �C). The crystal structure, surface morphology, and optical properties of the deposited films
were studied as a function of the deposition variables as a first step in the possible application of
lanthanide-doped ZnS as buffer layer and/or window layer in thin film photovoltaic devices. From
the x-ray diffraction patterns, it was found that the samples have preferred orientation depending
on the substrate temperature and on the doping level. Moreover, optical constants were determined
from spectroscopic ellipsometry measurements and found that samples of undoped ZnS, in particu-
lar, exhibit optical constants that are in good agreement with those reported in the literature for the
two ZnS crystalline phases. The band gap ðEgÞ was calculated using the extinction coefficient ðkÞ,which was reduced according to the degree of doping. Also, based on ultraviolet-visible spectros-
copy measurements, it was determined that the films have a transmittance of 80% for wavelengths
above 350 nm, and a shift of the absorption edge to longer wavelengths when the degree of doping
was increased. Finally, photoluminescence measurements were performed at room and low temper-
ature using below bandgap excitation to probe defect states within the gap, as well as the lumines-
cent characteristics of the Er3þ and Yb3þ ions in the ZnS host. VC 2017 American Vacuum Society.
[http://dx.doi.org/10.1116/1.4978946]
I. INTRODUCTION
The use of cadmium sulfide (CdS) layers is highly wide-
spread in the fabrication of reproducible and efficient hetero-
junction solar cells based on Cu(In,Ga)Se2 (CIGS).1
However, important efforts are devoted to replace this layer
with other materials2 because light of wavelength lower than
�517 nm cannot be transmitted to the absorbing layer. This
results in a quantum efficiency drop for the short wavelength
region due to the optical absorption loss in the CdS layer. In
addition, the possibility of having Cd-free buffer layers is
highly desirable from an environmental safety standpoint. In
comparison with CdS, among several alternative buffer
layers, zinc sulfide (ZnS) has become a successful candidate
at producing high-efficiency CIGS solar cells.3
The advantages of ZnS, in comparison to CdS, include its
band gap (3.56 eV)1,2 larger than that of CdS (2.4 eV),4
which enables the transmission of higher-energy photons to
the absorbing layer, a better lattice-matching to CIGS thin
film absorbers,5 its natural abundance, low cost, and, very
importantly, it is cadmium-free.
ZnS has been doped with different elements, including
lanthanides, which essentially exist in their most stable oxi-
dation state as trivalent ions exhibiting unique luminescent
properties such as photonic upconversion: the ability to con-
vert near infrared long-wavelength excitation radiation into
shorter visible wavelengths.6 Recently, ZnS has been consid-
ered an attractive host material for the implementation of
that process. Upconversion is one of the approaches pro-
posed to overcome the Shockley–Queisser efficiency limit in
the performance of photovoltaic cells.7,8 Several growth
techniques, such as chemical bath deposition, metal-organic
a)Author to whom correspondence should be addressed; electronic mail:
031505-1 J. Vac. Sci. Technol. A 35(3), May/Jun 2017 0734-2101/2017/35(3)/031505/8/$30.00 VC 2017 American Vacuum Society 031505-1
chemical vapor deposition, and atomic layer epitaxy have
been applied to grow high quality ZnS films for electrolumi-
nescent displays and solar cells.
The studies of Er and/or Yb doped ZnS are rather scarce
and in most cases, have involved the growth of ZnS nanopar-
ticles. Tong et al. reported the growth of Er-doped ZnS
nanostructures synthesized via a chemical solution route.9
Near infrared emission was studied in free standing ZnS
quantum dots in an aqueous solution doped with Er and
Yb.10 Similar studies were performed in ZnS nanoparticles
synthesized by homogeneous precipitation where several
lanthanides were incorporated, including Er and Yb.11
Previous studies in high-resistivity zincblende ZnS crystals
were aimed to analyze the recombination mechanisms under
Yb activation.12 The properties of lanthanide-doped ZnS
films have been poorly explored to date and remain as an
open field for the determination of their properties, espe-
cially for applications where the use of thin films is crucial.
In particular, radio-frequency (RF) sputtering, a cost-
effective deposition technique, yields proper control over
stoichiometry, uniformity, and it is currently a deposition
method widely used in industry.
For the present work, RF magnetron sputtering was used
to deposit ZnS thin films doped with rare earth elements (Er
and Yb) on glass substrates at two different temperatures,
RT and 180 �C. These temperatures were chosen because
low temperature processing is attractive for device applica-
tions in order to reduce diffusion processes, which in turn
may have a detrimental effect on devices performance.
Three doped ZnS targets were prepared for each lanthanide
with concentrations of 0.9, 1.9, and 2.9 at. % and one more
with a higher concentration of Er (3.88 at. %), in addition to
a ZnS target used to deposit undoped reference films. The
structural properties were characterized in detail by x-ray
diffraction (XRD), while the optical properties were studied
by UV-Vis, ellipsometry, and photoluminescence (PL) spec-
troscopies. The surface morphology was analyzed by field
emission scanning electron microscopy (FESEM).
II. EXPERIMENTAL DETAILS
ZnS films were deposited by RF magnetron sputtering on
Corning 2947 glass substrates. Prior to deposition, the sub-
strates were subjected to a chemical pretreatment, consisting
of (1) cleaning with detergent and rinsing with distilled
water, (2) immersion in a chromic acid solution (H2SO4,
K2Cr2O7, and H2O) for 24 h, (3) immersion in a H2O:NO3
(3:1) boiling solution for 3 h; and finally, (4) rinsing with
distilled water. To avoid contamination before deposition,
the substrates were stored in clean ethanol immediately after
the treatment described above. The target was prepared from
Sigma-Aldrich powdered ZnS. Each 2 in.-diameter sputter-
ing target was made by cold pressing 15 g of ZnS and Er or
Yb at three doping levels (0.5, 1.0, or 1.5 g). Additionally, a
target with a higher concentration of Er (2 g) was prepared.
For samples grown at room temperature, the depositions
were performed at a working pressure of 9 mTorr and an
effective forward power of 55 W for 90 min. The growth
time was extended to 120 min for samples grown at 180 �C.
XRD patterns were obtained in a Rigaku Ultima IV
diffractometer, using CuKa1;2 radiation (k1¼ 1.54059 A, k2
¼ 1.54442 A), parallel beam geometry in asymmetric config-
uration, fixed incident angle of 2�, and a scanning velocity of
1.5�/min. In order to carry out the phase identification pro-
cess and cell parameters calculations, Jade 9.0VR
was used.
FESEM images were acquired in a Helios Nano Lab 650 to
study the films surface morphology. The optical characteri-
zation was performed using spectroscopic ellipsometry.
These measurements were taken using a Jobin-Yvon UviselDH 10 phase modulated ellipsometer at an incident angle
of 70� in the spectral range of 1.5–5.0 eV. To avoid light
reflection from the backside of the substrate, it was mechani-
cally polished. The optical spectra were analyzed using an
air-roughness-film–substrate model (Fig. 1) in the FILM
WIZARDTM software (SCI, Inc.). The surface roughness was
represented by the Bruggeman effective medium approxima-
tion. For the films’ dielectric function, a generalized Lorentz
expression was used.13 Finally, PL measurements were car-
ried out using a Dilor microspectrometer model Labram IIequipped with an Arþ laser (488.0 nm), a thermoelectrically
cooled CCD detector, a diffraction grating (1800 g/mm), and
a confocal microscope. The sub-band gap laser energy was
used to probe electronic states within the band gap, as well
as the luminescent characteristics of the Er3þ and Yb3þ ions
in the ZnS host.
III. RESULTS AND DISCUSSION
A. Crystal structure analysis—X-ray diffraction
1. Diffraction patterns
Glancing incidence x-ray diffraction was used to identify
the different crystalline phases. Probable phases to be
formed in the films are ZnS polymorphs and, at a minor scale
(because of the low lanthanide concentrations) formations of
Er2S3, ErS2, ErS, Yb2S3, or stable alloys in the ZnEr or
ZnYb solid solution series. In our films, grown at two differ-
ent substrate temperatures and constant pressure, the coexis-
tence of the two well-known stable polymorphs of ZnS were
detected, i.e., sphalerite,14 cubic with space group F�43m,
and wurtzite,15 hexagonal described by the space group
FIG. 1. Layer model used to fit the optical transmission and ellipsometric
data (uniaxial model).
031505-2 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-2
J. Vac. Sci. Technol. A, Vol. 35, No. 3, May/Jun 2017
P63mc. No evidence was detected about the formation of the
above mentioned sulfides or of Zn-lanthanide alloys. The
hexagonal ZnS polymorph has been indexed in this work
using the unit-cell parameters of the 2H polytype. The dif-
fraction patterns presented in Fig. 2 indicate the existence of
preferential growth.
Figures 2(a) and 2(b) show the diffraction patterns of the
ZnS samples doped with erbium deposited at RT and 180 �Cusing a logarithmic scale in the vertical axis to enhance low
intensity peaks. The observed peaks were indexed using
the PDF cards ICDD 01-071-4763—sphalerite and ICDD
01-070-2552—wurtzite 2H, which are plotted at the top and
at the bottom of each figure, respectively, as reference.
According to these patterns, a mixture of cubic (C) and
hexagonal (H) phases is exhibited in all cases. Due to the
structural similarities between the sphalerite and wurtzite
phases, some diffraction peaks cannot be resolved because
the reflections occur at nearly identical angles. For instance,
the main diffraction peak (111)C of sphalerite is difficult to
distinguish from the wurtzite (002)H since their positions in
2h differ by only 0.12�. From Figs. 2(a) and 2(b), it may be
stated that the films are a mixture of cubic and hexagonal
phases that grew preferentially parallel to the [111]C/[002]H
direction. It is likely that the sample of undoped ZnS grown
at RT [Fig. 2(a)] is predominantly cubic as the main peak is
closer to the (111)C direction and no other reflections coin-
cide with any purely hexagonal peak. Similarly, it is plausi-
ble that the undoped film grown at 180 �C [Fig. 2(b)] is
predominantly hexagonal, as the most intense peak is closer
to the (002)H reflection and the (103)H peak appears as the
second most intense peak besides the (102)H reflection.
These two peaks do not have any close cubic counterpart.
The effect of dopants on the crystalline structure is better
defined than that of the substrate. From the diffraction
patterns in Fig. 2(a), it is possible to conclude that the incor-
poration of Er favored the growth of the wurtzite phase.
Indeed, the (103)H diffraction peak, which is distinctive of
the hexagonal phase, is accentuated as the dopant level
increases. For the samples grown at 180 �C [Fig. 2(b)], the
predominance of the hexagonal phase is evident. As men-
tioned above, the overlap of the cubic and hexagonal contri-
butions in the main peak, and at least in two other peaks, is a
limiting factor in discarding the existence of either cubic
or hexagonal phases. For the samples doped with Yb, the
diffraction patterns exhibit a similar behavior to that of the
films doped with Er. This is not surprising since the chemical
properties of lanthanides are alike, thus producing similar
effects when incorporated in the ZnS host. Moreover, the
difference in ionic radii of the trivalent cations of Er and Yb
is only �2% (0.890 and 0.868 A, respectively).16
2. Temperature evolution of crystal structure
Since one of the potential applications of ZnS is as win-
dow or buffer layer in photovoltaic structures, it is desirable
that no significant structural changes occur that alter detri-
mentally the material properties, in particular, with tempera-
ture. To investigate the structural stability of the films
diffraction patterns, it was measured at various temperatures
(25, 70, 110, 150, 190, 250, 300, and 350 �C), both in air and
vacuum. In situ x-ray diffraction measurements were carried
FIG. 2. (Color online) Diffraction patterns of ZnS samples doped with different quantities of erbium in the target at room temperature (a) and 180 �C (b). The
red squares at the top represent the crystallographic directions and relative intensities reported for sphalerite (cubic—ICDD 01-071-4763) and black hexagons
at the bottom for wurtzite 2H (hex.—ICDD 01-070-2552).
031505-3 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-3
JVST A - Vacuum, Surfaces, and Films
out using a temperature chamber (Rigaku HT-1500). The
heating rate was set to 10 �C/min with a stabilization time of
5 min, and a scanning velocity of 1.2�/min. According with
those parameters, each diffraction pattern was obtained in
approximately 35 min.
The results of these experiments were consistent with the
films being stable up to 350 �C regardless of the ambient.
That is, the diffraction patterns were basically unmodified by
the sample holder temperature inside the previously vac-
uumed chamber or in ambient air. This is desirable for prac-
tical applications since a prospective device will not be
affected by these variables.
B. Morphological analysis—Field emission scanningelectron microscopy
In order to study the surface morphology of the samples,
dependent on doping level and substrate temperature, micro-
graphs using field emission scanning electronic microscope
were obtained. Due to the small size of the aggregates
(25–30 nm), it was necessary to use high resolution equip-
ment. In order to have a reasonable estimate of the average
aggregate diameter, the specialized software (SPIPTM) was
used. Figures 3(a) and 3(b) show the micrographs of
undoped ZnS grown at RT, taken with different magnifica-
tions (32 500� and 75 000�, respectively). The average
aggregate diameter (calculated using SPIP) for this sample
was 29:768:4 nm. According to Figs. 3(a) and 3(b), the sur-
face presented a homogeneous morphology. The small light
spots in the images correspond to local charging effects that
occurred during the measurement process. Figure 3(c) shows
a micrograph of the sample with the highest doping level of
Er (3.88 at. %) grown at RT. The surface roughness is lower
due to its smaller aggregates size (24:469:9 nm) compared
with the undoped film. In contrast, in Fig. 3(d), the micro-
graph that corresponds to the same doping level but grown at
180 �C presents an evident modification in its surface mor-
phology with respect to undoped ZnS. The texture presented
FIG. 3. FESEM micrographs of (a) undoped ZnS grown at room temperature (32 500�). (b) Undoped ZnS fabricated at RT (75 000�). (c) ZnS doped with
erbium (3.88 at. %) grown at room temperature (32 500�). (d) ZnS doped with erbium (3.88 at. %) at 180 �C (32 500�). All images were acquired using a
voltage of 5 kV and a current of 0.34 nA.
031505-4 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-4
J. Vac. Sci. Technol. A, Vol. 35, No. 3, May/Jun 2017
may be described as stacked flakes. For the samples doped
with Yb, it was possible to obtain only two micrographs due
to difficulties encountered in focusing the surface with rea-
sonable clarity. From those micrographs, it is possible to
state that the surface morphology of Yb-doped films pre-
sented a similar behavior to the case of Er-doped samples.
In brief, as a result of the doping level for the samples
grown at RT and 180 �C, a slight reduction in the aggregates’
average diameter occurred. Moreover, the substrate tempera-
ture effect in the surface morphology consisted in a change
on the aggregates’ geometry [Fig. 3(d)] besides the expected
increase in aggregates’ average diameter for the higher sub-
strate temperature, in agreement with the well-known
Thornton’s diagram.17 In this case, however, the crystallites
and their formed aggregates present mostly random orienta-
tions instead of the typical columnar forms typically
observed in sputtered films.18
C. Optical analysis
1. UV-vis spectroscopy
The thickness of the films and the homogeneity in chemi-
cal composition could be assessed using the spectra of trans-
mittance and reflectance. To do so, four zones of equal area
(�2.34 cm2) from the center to one end (1, 2, 3, and 4,
respectively) were defined to carry out the measurements in
each of them. In Fig. 4(a), spectra for the undoped ZnS sam-
ple grown at RT are presented. According to these spectra,
the amplitude of the oscillations does not vary significantly
between zones, which evidences sample homogeneity in
chemical composition. In contrast, the period of the oscilla-
tions presents variations among zones. This behavior is due
to differences in film thickness, that is, a smooth variation
exists from the center (thickest) toward the edges, as it
normally occurs in sputtered films. The same tendency in
frequency and amplitude of the oscillations is replicated
throughout the whole set of samples which means that the
films are homogeneous in chemical composition and inho-
mogeneous in thickness. In order to calculate the thickness
of the zones, specialized software (FILM WIZARD) was used
using the layer model (Fig. 1) described above.
In Figs. 4(b)–4(d), the thicknesses calculated for each
zone of undoped and the most doped (Er—3.88 at. % and
Yb—2.81 at. %) ZnS samples fabricated at RT and 180 �Care presented. The number that is close to each point, corre-
sponds to the root mean square error (RMSE) associated with
the minimization process that yielded the best fit between the
experimental and calculated data. In general, the thickness of
the samples fabricated at 180 �C was lower than that of films
grown at RT, due mainly to atom re-evaporation occurring
FIG. 4. (Color online) Transmittance and reflectance spectra per zone of undoped ZnS film fabricated at room temperature. (a) Thicknesses obtained from fit-
ting the optical data for different center-to-edge spots on the films surface. (b) ZnS undoped, (c) ZnS doped with erbium (3.88 at. %) and ZnS doped with
yterbium (2.81 at. %) (d). Black squares correspond to samples fabricated at room temperature, and red circles correspond to films grown at 180 �C. The num-
ber close to each datum point is the RMSE after the error minimization process.
031505-5 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-5
JVST A - Vacuum, Surfaces, and Films
during growth as a consequence of the higher temperature. It
is interesting to note that the lowest RMSE corresponds to
the thinner regions, that is, the fitting process was more accu-
rate in these cases. This may be attributed to the fact that the
number of crystalline defects increases with film thickness,
while the model used to fit the spectra does not take into
account the effects of crystalline imperfections on the optical
properties. This is also the reason why the thicknesses
obtained from spectroscopic ellipsometry in Sec. III C 2 are
quoted for the thinner regions four in Table I.
2. Spectroscopic ellipsometry
In order to obtain optical constants ðn; kÞ of the films as
well as the optical band gap ðEgÞ, ellipsometry measure-
ments were carried out in the same zones measured previ-
ously by UV-vis spectroscopy. After the error minimization
process was performed in all the experimental data, zone 4
was selected to determine the thickness, surface roughness,
and optical constants since, similarly to the UV-Vis case,
this zone yielded the lowest RMSE in the spectra fitting pro-
cedure carried out with the FILM WIZARD software.
In Table I, the thickness, roughness, and RMSE are sum-
marized for all samples. According to these values, in gen-
eral, roughness increases with the substrate temperature, in
agreement with the FESEM findings, and the results pub-
lished by Hwang et al.19 When the substrate temperature is
higher, the grain size is enhanced yielding rougher surfaces.
So as to verify the optical constants obtained for the
undoped ZnS sample grown at room temperature, a compari-
son with the literature was done and a good correspondence
was found. Based on the values obtained for k, the absorp-
tion coefficient (aÞ for the set of samples was calculated
from the relation a ¼ 4pk=k. Since ZnS is a direct band gap
semiconductor, the equation for the absorption coefficient
near the optical absorption edge is [Eq. (1)]20
ah� ¼ Aðh� � EgÞ1=2: (1)
Thus, plotting ðah�Þ2 as a function of h�, fitting the lin-
ear portion of the resulting curve and finding the intercept
with the x-axis, the band gap could be determined.21 In
Figs. 5(a) and 5(b), the band gap calculated for the samples
of ZnS undoped fabricated at room temperature and 180 �Care shown. The obtained values, 3.55 eV (RT) and 3.71 eV
(180 �C), are in agreement with those reported for cubic
(sphalerite),22,23 and hexagonal (wurtzite 2 H)23,24 zinc
sulfide. These results are consistent with those found
through X-ray diffraction in the sense that the dominant
crystalline structure of the undoped ZnS film grown at
room temperature is sphalerite and for the film grown at
180 �C wurtzite.
In the case of samples doped with Er, the band gap values
are also shown in Figs. 5(a) and 5(b) for RT and 180 �Cfilms, respectively. In general, a reduction of ðEgÞ is pre-
sented as a function of the lanthanide concentration. This, in
turn, indicates that Er atoms were incorporated in the ZnS
host during the growth process, instead of forming metallic
segregations which would not have any effect on Eg. The
same behavior is presented in the samples doped with Yb.
TABLE I. Thickness, roughness, and RMSE for the set of samples. The
RMSE was obtained after error minimization in the experimental data fitting
procedure.
Sample Thickness (nm) Roughness (nm) RMSE
ZnS/M1a 172.4 5.94 1.2503
ZnS/M2 149.8 2.62 1.1876
ZnS:Er (0.97 at. %)/M3a 178.0 4.62 0.5442
ZnS:Er (0.97 at. %)/M4 130.2 2.19 0.5800
ZnS:Er (1.94 at. %)/M5a 189.1 2.06 0.6818
ZnS:Er (1.94 at. %)/M6 196.5 3.98 0.6908
ZnS:Er (2.91 at. %)/M7a 307.8 2.06 0.6818
ZnS:Er (2.91 at. %)/M8 416.5 5.25 1.1314
ZnS:Er (3.88 at. %)/M9a 186.1 2.10 1.6196
ZnS:Er (3.88 at. %)/M10 278.4 3.15 0.8670
ZnS:Yb (0.93 at. %)/M11a 129.0 2.66 0.6947
ZnS:Yb (0.93 at. %)/M12 121.6 3.10 0.5131
ZnS:Yb (1.87 at. %)/M13a 202.9 2.98 2.2511
ZnS:Yb (1.87 at. %)/M14 172.4 5.94 0.6910
ZnS:Yb (2.81 at. %)/M15a 183.6 3.20 0.9857
ZnS:Yb (2.81 at. %)/M16 172.4 5.94 0.6447
aSamples labeled in bold italics were grown at room temperature.
FIG. 5. (Color online) Energy band gap ðEgÞ estimated for ZnS doped sam-
ples with different erbium concentrations deposited at room temperature (a)
and 180 �C (b).
031505-6 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-6
J. Vac. Sci. Technol. A, Vol. 35, No. 3, May/Jun 2017
3. Photoluminescence
In order to investigate possible electronic states within
the bandgap, as well as the luminescent characteristics of the
Er3þ and Yb3þ ions in the ZnS matrix, PL measurements
were carried out at low temperature (� 100 K) and at room
temperature. The excitation source was an Arþ laser emitting
at 488.0 nm (2.54 eV). As reference, the PL signal from pure
lanthanide elements (99.9%) was previously measured. It is
well known that the emission properties of the lanthanide
ions are not modified substantially when they are incorpo-
rated in a host. Indeed, trivalent cations Er3þ or Yb3þ are
formed when the two 6s and one of the 4f electrons are used
to form bonds with the surrounding atoms. The PL emission
from the ions is a consequence of transitions between 4forbitals, that is, f-f transitions. Since the 4f orbital (partially
filled) is effectively shielded from the surrounding environ-
ment by the filled 5s25p6 subshells, the disturbance to the 4felectronic levels participating in the PL process is effectively
uncoupled from the host atoms. Such shielding is responsible
for the specific lanthanide luminescent properties, particu-
larly, narrow emission bands with long excited-state
lifetimes.
The room temperature PL spectrum of metallic Er exhib-
its four narrow well defined electronic transitions. The elec-
tronic configuration of Er is ½Xe�4f 126s2, that is, all the
sublevels are filled except the 4f subshell, which is occupied
by 12 electrons. The number of possibilities, or microstates,
to localize those electrons is described by the following
equation:25
G!
N! G� Nð Þ! ; (2)
where N is the number of electrons in a particular sublevel
and G the maximum number of electrons that can occupy the
sublevel. In the case of the partially filled sublevel of Er
(N¼ 12 and G¼ 14), there are 91 microstates to allocate the
electrons. Therefore, it is expected that there are several
components or lines for the four identified transitions in the
measured spectra of pure Er. For pure Yb according to its
electronic configuration (½Xe�4f 146s2Þ, no luminescence sig-
nal was obtained since all the sublevels are filled which
yields only one associated microstate. Thus, electronic tran-
sition is not possible, as experimentally observed.
In Fig. 6(a), the low temperature PL spectra of undoped
ZnS sample is presented. The PL signal of ZnS is a wide
band centered at �600 nm (2.07 eV), whose origin may be
associated with transitions between levels involving zinc
interstitials (Zni) and sulfur vacancies (VS) of the type
Zn2þi ! V2þ
S .26 The steplike feature between 600 and
625 nm is of instrumental origin. In the case of the Er doped
samples, no transition associated with Er3þ was observed;
only a broad band similar to that of pure ZnS presented in
Fig. 6(a) was detected. The fact that the Er3þ emissions coin-
cide with the broad PL band of ZnS shows that the emission
of the host is in this case stronger than that of the Er3þ ions.
Even the 4� I9=2 ! 4
� I15=2 emission is absent in the region
between 800 and 850 nm where the ZnS signal is low,
although such Er3þ emission is the weakest. These results
indicate that the energy transfer from the host atoms to the
Er3þ ions is nonexisting or it occurs with such low efficiency
that the Er3þ emissions do not surpass the host PL intensity.
More specifically, the photoexcited electrons from the host
atoms do not make transitions to the lanthanide excited states
(or very weakly), which would enhance the Er3þ emissions
upon returning to the ground state through photon emission.
In Fig. 6(b), the room temperature PL spectra of ZnS:Yb
samples grown at 180 �C are presented for various doping
levels. The only possible transition 2F5/2-2F7/2 reported for
the cation Yb3þ (Ref. 6) centered at 982 nm is present con-
firming that Yb atoms are incorporated in the ZnS matrix as
trivalent cations; otherwise, no transition would be observed.
As mentioned above, in metallic Yb, all the sublevels are
filled so that electronic transition is not possible. It is conve-
nient to mention that the weakness of the emission in Fig.
6(b) is affected by the detector quantum efficiency, which
for 980 nm is quite low, near to its lowest limit.
FIG. 6. (Color online) Low temperature (100 K) photoluminescence spectra
of ZnS film grown at room temperature (a). The discontinuities in the spec-
tra were due to instrumental artifacts. Room temperature photoluminescence
spectra of undoped ZnS and ZnS:Yb films grown at 180 �C for various dop-
ing concentrations (b).
031505-7 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-7
JVST A - Vacuum, Surfaces, and Films
IV. CONCLUSIONS
The use of low substrate temperatures (RT and 180 �C) to
deposit ZnS and lanthanide (Er and Yb) doped ZnS films by
sputtering on glass substrates yielded preferentially oriented
films along the lowest surface energy directions: (111)-cubic
and (002)-hexagonal. Whole pattern fittings of the undoped
and Er doped samples carried out using FullprofVR
indicated
the existence of four different phases in different propor-
tions: (1) cubic, (2) hexagonal, (3) cubic doped, and (4) hex-
agonal doped. The hexagonal wurtzite phase was promoted
by increasing the substrate temperature and by the dopants
incorporation. The average grain size for the films grown at
room temperature changed slightly upon doping, from
29:768:4 to 24:469:9 nm for the film with 3.88% at of Er.
The growth habits were modified in the case of the doped
films (Er or Yb) grown at 180 �C, presenting a flaky appear-
ance, as opposed to the spherelike grains observed in the
doped and undoped RT films. The films’ thickness and
roughness was obtained from a spectra fitting procedure of
the spectroscopic ellipsometry data. As expected, the rough-
ness values were higher for the films grown at 180 �C than
those of the RT films. Upon doping, the band gap was
slightly reduced, the effect being larger for the films grown
at 180 �C. The room temperature strong photoluminescence
band centered at �600 nm (2.07 eV) was ascribed to transi-
tions between levels involving zinc interstitials and sulfur
vacancies Zn2þi ! V2þ
S .
ACKNOWLEDGMENTS
The authors would like to thank F. Rodr�ıguez-Melgarejo,
E. Urbina-Alvarez, C. Z�u~niga-Romero, J. M�arquez-Mar�ın,
and O. Castillo-Vargas, for technical assistance and to E. G.
Santill�an-Rivero for bibliographical assistance. C. A. Ortiz
thanks CONACyT-Mexico for his M. Sc. Scholarship.
Partial financial support of Conacyt through Grant No.
257166 is acknowledged.
1K. Orgassa, U. Rau, Q. Nguyen, H. W. Schock, and J. H. Werner, Prog.
Photovoltaics: Res. Appl. 10, 457 (2002).2M. M. Islam, S. Ishizuka, A. Yamada, K. Sakurai, S. Niki, T. Sakurai, and
K. Akimoto, Sol. Energy Mater. Sol. Cells 93, 970 (2009).3T. Nakada and M. Mizutani, Jpn. J. Appl. Phys., Part 2 41, L165 (2002).4C. Kittel, Introduction to Solid State Physics (Wiley, New York, 2004).5L. X. Shao, K. H. Chang, and H. L. Hwang, Appl. Surf. Sci. 212, 305
(2003).6F. Wang et al., Nature 463, 1061 (2010).7W. Shockley and H. J. Queisser, J. Appl. Phys. 32, 510 (1961).8F. Wang and X. Liu, Chem. Soc. Rev. 38, 976 (2009).9Y. Tong et al., Mater. Chem. Phys. 151, 357 (2015).
10X. Zhang, X. Dong, L. Li, Z. Wang, Y. Liu, D. Dong, Y. Zhang, and G.
Kai, Proc. SPIE 6782, 67822J (2007).11X. Wei, W. Wang, and K. Chen, Dalton Trans. 42, 1752 (2013).12H. Przybylinska, K. Swiytek, A. Stupor, A. Suchocki, and M. Godlewski,
Phys. Rev. B 40, 1748 (1989).13E. Zawaideh, U.S. patent 5,999,267 (7 December 1999).14B. J. Skinner, Am. Mineral. 46, 1399 (1961).15C. Frondel and C. Palache, Am. Mineral. 35, 29 (1950).16R. D. Shannon, Acta Cryst. 32A, 751 (1976).17J. A. Thornton, J. Vac. Sci. Technol. 11, 666 (1974).18C. V. Thompson, J. Appl. Phys. 58, 763 (1985).19D. H. Hwang, J. H. Ahn, K. N. Hui, K. S. Hui, and Y. G. Son, Nanoscale
Res. Lett. 7, 26 (2012).20S. M. Sze and K. K. Ng, Physics of Semiconductor Devices (Wiley,
Hoboken, 2007).21H. K. Sadekar, N. G. Deshpande, Y. G. Gudage, A. Ghosh, S. D. Chavhan,
S. R. Gosavi, and R. Sharma, J. Alloys Compd. 453, 519 (2008).22R. A. Soref and H. W. Moos, J. Appl. Phys. 35, 2152 (1964).23D. Vogel, P. Kruger, and J. Pollmann, Phys. Rev. B 54, 5495 (1996).24A. Ebina, E. Fukunaga, and T. Takahashi, Phys. Rev. B 12, 687 (1975).25D. A. McQuarrie and J. D. Simon, Physical Chemistry: A Molecular
Approach (University Science Books, Sausalito, CA, 1997).26D. Kurvatov, V. Kosyak, A. Opanasyuk, and V. Melnik, Physica B 404,
5002 (2009).
031505-8 Ortiz et al.: Properties of sputtered ZnS and ZnS:A 031505-8
J. Vac. Sci. Technol. A, Vol. 35, No. 3, May/Jun 2017