J. Tang, et al.
Applied Catalysis A, General 588 (2019) 117281
translated into the standard hydrogen electrode using the below
equation [44]:
CoS
2
/CdS samples are displayed in Fig. 1b, which indicates the pre-
sence of Cd and S on CdS, Co and S on CoS
CdS composites. The Co 2p spectrum of CoS
at 797.6, 793.9, 781.5, and 778.7 eV as well as two shake-up satellite
peaks (Fig. 1c). The peaks at 797.6 eV and 781.5 eV are Co 2p1/2 and
2
, and Co, Cd, S on the CoS
2
/
2
shows deconvoluted peaks
E
NHE = EAg/AgCl + 0.197
We carried out the density functional theory (DFT) calculations with
the Perdew-Burke-Ernzerhof (PBE) exchange-correlation fuctional in
the Vienna ab initio simulation package (VASP) and employed the
empirical correction method proposed by Grimme (DFT-D2) to describe
the van deer Waals (vdW) interaction. The Heyd-Scuseria-Ernzerhof
2
2p3/2 signals of CoS , while those at 793.9 eV and 778.7 eV are Co 2p1/2
and 2p3/2 signals of cobalt oxide [46,47]. As for CdS, it shows Cd 3d
peaks at 410.8 eV and 404.1 eV (Fig. 1d), and S 2p peaks at 161.5 eV
and 160.4 eV (Fig. 1e), in agreement with literature data [31,42].
Compared with the S 2p spectrum of CdS, that of CoS
plicated (Fig. 1e). The CoS peaks at 163.2 eV and 161.9 eV are as-
cribable to the S 2p1/2 and 2p3/2 signals of CoS , which overlap strongly
2
is more com-
(
HSE06) hybrid functional was adopted to investigate the band gap due
to the underestimation of PBE. The energy cutoff for plane-wave basis
set and the Monkhorst-Pack k-point grid were set as 350 eV and 3 × 3
2
2
×
1, respectively. A vacuum space of over 15 Å along the c axis was
with those of SeC species. As for the peak at 168.9 eV, it is attributable
to the S 2p1/2 and 2p3/2 signals of SeO entities [38,47,48]. The XPS
spectra of the hybrid CoS /CdS samples (i.e. CC2, CC4 and CC6) are
2
rather similar (Fig. 1f,g,h). The Cd 3d3/2 and Cd 3d5/2 peaks are at
411.6 eV and 404.8 eV, respectively (Fig. 1d), which are consistent with
the Cd2+ signals of CdS in literature [13,31]. The Co 2p signals at
constructed to minimize the interaction between adjacent layers. The
geometric structure was optimized until the convergence standard of
total energy was 1.0 × 10 eV and the force on per atom was smaller
–
5
–
1
than 0.05 eV∙Å
.
2.3. Photocatalytic hydrogen generation
796.6 eV and 780.6 eV are assignable to Co-S of CoS
2
, while those at
794.0 eV and 778.9 eV) to Co-O of cobalt oxide, and the two peaks in
Photocatalytic hydrogen production experiments were carried out
purple color are attributed to shake-up satellites [45,47]. In Fig. 1h, the
peaks at 161.1 eV and 163.0 eV are ascribed to the S 2p3/2 and 2p1/2 of
Co-S bond, and the signals at 168.8 eV was caused by SeO bond, which
is in agreement with previous reports [29,43]. Compared to CdS, CC4
exhibits positive shift (˜0.8 eV) in Cd 3d and S 2p binding energy, while
in a sealed quartz reactor (250 mL) equipped with pumping facility. The
reactor top was illuminated with a 300 W Xe lamp (HSX-F300,
Perfectlight, Beijing) with a cut-off filter (λ ≥ 400 nm). First, 20 mg of
photocatalyst was put in the reactor lumen together with an aqueous
solution containing lactic acid or Na
2
S/Na
2
SO
3
(50 mL, 20 vol%). Then
compared to CoS
binding energy, which indicate electron transfer from CdS to CoS
[28,49,50]. Based on the XPS results, it is deduced that there are close
interaction between CdS and CoS , forming interfaces in CC2, CC4 and
2
, there is negative shift (˜0.8 eV) of Co 2p and S 2p
the gases were removed using a vacuum pump, and the reaction system
was kept in the dark with constant stirring for 30 min to establish ad-
sorption-and-desorption equilibrium. The production of hydrogen was
hourly monitored using a gas chromatograph (Agilent, 7820A, 5A
molecular sieve column) equipped with a thermal conductivity de-
tector. The apparent quantum yield (A.Q.Y.) was measured upon
monochromatic light irradiation according to the method reported in
our previous work [31] using the following equations:
2
2
CC6 that act as ‘electron bridges’ to accelerate charge transfer.
According to the XRD results, the most exposed surfaces of the
CoS
(Fig. 1a). We hence conducted the first-principles DFT simulation
(Fig. 2a and b) based on the structures of CoS (200) and CdS (001)
surfaces: cubic phase with Pa-3 space group for CoS and hexagonal
phase with P63mc space group for CdS. The geometric structure of
CoS /CdS is illustrated in Fig. 2c, and the lattice mismatch is no more
than 2.53%. The calculated binding energy of CoS /CdS is less than
zero, which indicates that CoS and CdS can form a heterostructure that
2 2
/CdS composites are those of the CoS (200) and CdS (001) planes
2
2
number of reacted electrons
number of incident photons
A.Q. Y. =
× 100%
2
2
2
× (number of evolved hydrogen molecules)
=
× 100%
2
number of incident photons
is thermodynamically stable. We performed first-principle calculation
to explore the innate characteristics of charge transfer and separation.
3. Results and discussion
The Fermi levels (E
F 2
) of the exposed CdS (001) and CoS (200) surfaces
are estimated as follows:
The XRD patterns of CdS, CoS
2
and CoS
2
/CdS samples are compiled
Φ = Evac − E
F
in Fig. 1a. The peaks of CdS nanorods match well with those of hex-
agonal phase CdS (JCPDS 41-1049) [42], while the main peaks of CoS
nanoparticles are assignable to those of cubic CoS (JCPDS 41-1471)
45], suggesting that pure CdS and CoS were successfully prepared. As
for the CoS /CdS composites, the characteristic peaks of CdS can be
detected but those of CoS cannot. The absence of CoS signal could be
2
Where Φ is the work function, which is calculated to be 5.17 eV and
5.23 eV, respectively, for CdS (001) and CoS
2
2
(200) surfaces
[
2
(Fig. 2d − e), and Evac is the energy of a stationary electron at the va-
cuum level (assumed to be 0 eV). Accordingly, the E of CdS (001) and
CoS (200) surfaces can be calculated to be -5.17 and -5.23 eV, re-
spectively. The results are consistent with the work of Xu et al., which
revealed that the work function (vs. vacuum level) of CdS and CoS was
5.18 eV and 5.49 eV, respectively [51]. It is obvious that the E of CoS
(200) surface is more negative than that of CdS (001) surface. Thus,
when the CdS (001) and CoS (200) surfaces are in contact, electrons
tend to migrate from CdS to CoS for potential equilibrium, restraining
the recombination of charge carriers as a result. To further demonstrate
the charge transfer at the CoS /CdS interface, the planar-averaged
2
F
2
2
2
due to its high dispersion, low content, and/or poor crystallinity. Si-
milar phenomena were reported in the works of Chen et al. [13] and
Jiang et al. [42]. It is worth pointing out that the relative intensity of
the (100) peak (2θ = 24.807°) of CdS as well as that of the composites
are much higher than that of standard CdS (in the PDF card), indicating
the high exposure of the CdS (100) plane. Similarly, the XRD pattern of
2
F
2
2
2
CoS
2
indicates the high exposure of the (200) plane. Furthermore, the
/CdS composites was verified by ICP-
actual composition of the CoS
2
2
OES analysis (Table S1, supporting information, SI†), and the genuine
Co:Cd molar ratios are quite in agreement with the nominal ones.
Overall, the results of XRD and ICP analyses evidence the successful
differential charge density was calculated and the result is shown in Fig.
S1 (SI†). The positive value represents charge accumulation, while the
negative value indicates charge depletion. It is apparent that at the
fabrication of the CoS
no detection of impurity phases, it is deduced that the coupling of CoS
2
/CdS composites. Furthermore, because there is
CoS
the CoS
2
/CdS interface, electrons primarily transfer from the CdS layer to
layer.
2
2
with CdS has little effect on the crystallinity and phase structure of CdS.
We performed XPS analysis to investigate the chemical states and
2
composition of surface elements. The survey spectra of CdS, CoS and
As shown in Fig. 3a and b, the SEM images of pure CdS clearly show
nanorods with an average length of 800 nm. The surface of the na-
norods is smooth, showing no impurity or pores [44]. On the other
3