3.1. X-ray diffraction (XRD) – structural studies
In order to investigate the structure, size, lattice parameters and micro-strain of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures, the XRD spectra were recorded between 20° and 60° and presented in Fig. 3. All the three recorded diffraction peaks were well broaden which indicates the nano-crystalline nature with smaller crystallite size of the synthesized samples [48]. Among the three different peaks, the high intensity peak corresponding to (111) orientation is chosen to analyze the crystallite size and micro-strain. The XRD peaks of Cd0.9Zn0.1S nanostructure are well matched with JCPDS file of CdS (JCPDS card No. 89-0440). The observed cubic structure of CdS throughout the samples is in good agreement with the earlier studies [49, 50]. Dutkova and their co-workers [51] also reported that hexagonal structure of CdS was changed to cubic structure at Zn = 10% (Cd0.9Zn0.1S).
No additional XRD peaks noticed from Fig. 3 that represents the absence of metal/sulfide/oxide phases of Cd, Zn/Cu or other impurity related secondary phases in the Cd-Zn-Cu-S lattice. Moreover, the present XRD pattern verifies the phase singularity as well as the formation of Cd-Cu-Zn-S alloy at nano-scale. The detected more or less identical diffractions along the entire Cu doped nano-system proves that the cubic structure of the present samples remain un-changed by the addition of Cu ions in Cd-Zn-S lattice.
Fig. 4 reveals the variation of peak intensity as well as peak position through (111) orientation for different Cu concentrations from 0 % to 3%. The continuous decrease of XRD peak intensity reflects the diminishing crystallite size and signifies the deterioration of crystalline quality. The similar decrease of peak intensity was reported in CdS with addition of Cu levels up to 5% by Muruganandam et. al [52]. In the case of peak position change, it falls down moderately at Cu = 1% and increases slightly during Cu = 3% addition. Both the decrease of peak intensity as well as the modification in peak position as seen in Fig. 4 indicates the substitution of Cu into Cd-Zn-S lattice.
Table 1 represents the variation in peak position (2q value), FWHM value, d-value, cell parameter ‘a’, crystallite size (D) and micro-strain (e) of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures. The crystallite size of the synthesized samples is calculated with the help of Scherrer relation [53], 0.9 l / b cosq, here l ≈ 1.5406 Å. The micro-strain (ε) of the synthesized samples is analyzed using the relation [54], b cosq / 4. The addition of Cu generates the additional defect states associated with Cu impurity and also stimulates the structural disorder in the Cd-Zn-S lattice [55] which are responsible for the adjustment in peak intensity as well as the peak position.
The crystallite size of Cd0.9Zn0.1S nanostructure (D ~ 63 Ǻ) is rapidly decreased to 46 Ǻ by doping Cu = 1% and reduced to 40 Ǻ for Cu = 3% addition. The decrease of crystallite size is due to the difference between the ionic radii of Cu+ (0.96 Ǻ), Cu2+ (0.72 Ǻ) and Cd2+ (0.97 Ǻ) ions, where Cu+ and Cu2+ are smaller than that of Cd2+ [56]. The substitution of Cd ions by Cu ions influence the lattice parameter 'a' and the inter-planar distance 'd' which lead the decrease of volume of the unit cell and hence the crystal size is also reduced. The increase of micro-strain by Cu addition as shown in Table 1 is also accountable for the widening of diffraction peaks [57, 58]. The comparable raise of lattice parameters and the reduction of size was reported by Woltersdorf et al. [59]. Moreover, the addition of Cu2+ induces the lattice distortion in Cd–Zn–S matrix which enhances the lattice constant of Cu-doped Cd0.9Zn0.1S than un-doped Cd0.9Zn0.1S nanostructures [60].
3.2. SEM - Surface morphology
SEM is used to analyze the surface structure, size and shape of the particles / grains and also growth mechanism. Fig. 5 shows the SEM images of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures. Fig. 5a shows the morphology of Cd0.9Zn0.1S nanostructure. The observed grain size of the system is within the nano-scale levels. The SEM image of Cd0.9Zn0.1S nanostructures shows the irregular distribution of particles / grains within the agglomerated cluster throughout the surface with fine grained structure. The noticed gains are almost spherical in shape.
Fig. 5b represents the surface structure of Cd0.89Zn0.1Cu0.01S nanostructures. The surface became more dense than Cd0.9Zn0.1S and the grain size is reduced by Cu doping (Cu = 1%). The grains are combined together and form a flower like structure. The reduced size as seen in Fig. 5b is owing to the elevated micro-strain, and the lattice imperfection and defects stimulated by Cu doping. Fig. 5c shows the surface structure of Cd0.87Zn0.1Cu0.03S nanostructures. The island growth pattern is noticed from Fig. 5c which could be owing to fast nucleation rate and rapid crystal growth of Cd-Fe-S and also existence of excess free cadmium metal ions. Among the combination of plate-like as well as spherical-like grain structure, plate-like structure is dominated at Cu = 3% doping.
3.3. EDX- Compositional analysis
EDX analysis is used to verify the occurrence of Cd, S, Zn and Cu as the basic constitutional components. The characteristic EDX spectra of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures are shown in Fig. 6a-c, respectively. The quantitative atomic % of the fundamental elements such as Cd, S, Zn and Cu existing in the synthesized samples using EDX analysis is presented in Table 2. The noticed well defined peaks related to the elements Cd, S, Zn, and Cu confirmed the stoichiometry of the samples at the finally prepared composite. The higher atomic percentage of Cd (more than 52%) than other elements reveals the Cd rich phase throughout the samples as reported in the literature [61].
Absence of additional peaks matching to the elements other than Cd, S, Zn, and Cu indicates the phase purity of the samples. The atomic percentage of Zn remains almost constant but Cu level increases gradually which express that Cu is properly inserted into Cd-Zn-S lattice. Moreover, the Cu / (Cd+Zn+Cu) ratios are found to be 0.98 and 3.2% for Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures, respectively. The atomic fraction of Zn and Cu are almost equal to their nominal stoichiometry within the experimental error.
3.4. Optical absorption and transmittance studies
Optical characteristics such as optical absorption along visible wavelength, transmittance and the wide range of energy gap plays a considerable role in the selection of materials for the appropriate opto-electronic device applications. Fig. 7 displays the optical absorption of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures at ambient temperature from 300 nm to 600 nm.
Cd0.9Zn0.1S nanostructure exhibits a strong absorption below 330 nm and above this wavelength the absorption falls down abruptly which indicates the energy gap of the substance. The low level Cu addition (Cu = 1%) into Cd0.9Zn0.1S moves the absorption edge slightly towards the visible wavelength area (red shift). The noticed red shift becomes stronger during the further addition of Cu (Cu = 3%). The prominent absorption below ≈ 360 nm is initiated from the conversion of electrons from valence level to the conduction level which signifies the energy gap of the materials [62]. In addition to the absorption edge shift towards lower energy region, the absorption intensity is also increased by Cu doping. Moreover, no extra absorption peaks noticed from Fig. 7 ruled out presence of impurity or secondary phase generation in the Cd-Zn-Cu-S alloy. The continuous red shift of absorption edge is also supported by the occurrence of d-d transition between Cu2+/Zn2+/Cd2+ ions [63,64]. The shift of absorption edge along upper wavelength region and elevated absorption intensity by Cu doping can be accredited to the collective consequence of quantization and the generation of defect associated states.
The characteristic transmittance spectra of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures at ambient temperature from 300 nm to 600 nm is shown in Fig. 8. All the three samples possess high transmittance after 350 nm i.e., in the visible wavelength region followed by a steep increase around UV wavelengths. un-doped Cd0.9Zn0.1S nanostructure acquires a high transmittance in the visible region which is decreased gradually by Cu doping. The present decrease in transmittance may be due to the reduction of size and hence more light scattering by Cu doping [65,66]. The one more reason to diminish the transmittance is the increase of packing density which exhibits an inverse correlation with transmittance [67]. In addition, the shift of transmittance edge along lower energy side (red shift) by Cu doping denotes the creation of new states under the conduction band which indicates the diminution of energy gap.
3.5. Energy gap calculation
The energy gap of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures is estimated [68] by deriving the straight line to the plot of (ahu)2 versus the energy (hu). Fig. 9 illustrates the variation in the energy gap of Zn-doped CdS and Cu, Zn dual doped CdS nanostructures which is obtained by the graph between (ahu)2 and hu. The energy gap of the synthesized materials is found between 3.69 eV (Cd0.87Zn0.1Cu0.03S) and 3.99 eV (Cd0.9Zn0.1S) which is superior than the CdS (2.42 eV) [69]. The obtained higher energy gap is owing to the smaller crystallite size (40-63 Ǻ) which possesses the higher surface to volume ratio and hence the lower spatial dimension [70].
The derived energy gap of Cd0.9Zn0.1S from Fig. 9 is 3.99 eV which is shifted to lower value as 3.93 eV by Cu = 1% doping and further decreased to 3.69 eV for Cu = 3% doping. The diminishing energy gap by Cu doping suggests the proper substitution of Cu into Cd0.9Zn0.1S nanostructure. A typical energy level diagram to describe the red shift of energy gap by Cu doping is presented as shown in Fig. 10. The present shrinkage of energy gap by Cu incorporation can be associated to the development of Cu related impurity levels related to Cu accepter level [71] below the conduction band as shown in Fig. 10. A slight decrease of energy gap was reported in Cu doped CdS synthesized by mechanical alloying [72]. Kato et al. [73] proposed the decline of energy gap by the presence of Cu based accepter levels above valence band. Aksu et al. [74] reported the decrease of energy gap from 2.42 eV to 2.36 eV in vacuum evaporated CdS structure by Mn addition. Moreover, Mariappan et al. [49] reported the optical transmittance below ~ 50% and also the shrinkage of energy gap from 2.5 to 2.2 eV by Cu added CdS thin films prepared using CBD method. Therefore, it is suggested that TM doping into Cd-Zn-S nanostructure is an efficient approach to reduce its optical energy gap.
Fig. 11 presents the modification of crystallite size as well as energy gap for different Cu concentration levels from 0 to 3%. Normally, the crystallite size and band gap of the substance are conflicting to each other. Both the energy gap and crystallite size falls down continuously with increase of Cu levels as displayed in Fig. 11. The present diminishing energy gap occulted by the energy transport process between CdS excited states and 3d levels of Cu2+. Moreover, the crystallite size is superior than the excitonic Bohr radius and hence the size effect is insignificant to explain the band gap alteration. The generation of more Cu related defects and the creation of structural deformations [75,76] are responsible for the size reduction and the decrease of energy gap. The comparable crystallite size alteration and the consequent red shift in band gap were noticed in Co2+ doped ZnS films using dip coating technique [77] and spin coating technique [78] in the previous research.
3.6. Fourier transform infrared (FTIR) studies
With the intention of confirming the existence of constitutional elements such as Cd, S, Zn, and Cu and chemical bonding between Cd and Zn/Cu-S, FTIR spectra have been carried out between 400 to 4000 cm-1 at ambient temperature. Fig. 12 illustrates the FTIR spectra of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures evaluated using KBr pellet method. IR peaks and their assignments of Cd0.9-xZn0.1CuxS (x = 0, 0.01 and 0.03) nanostructures at room temperature obtained from FTIR spectra are presented as Table 3. The broad absorption bands around 3396-3493 cm-1 signified the polymeric O-H stretching vibrations [79], which are showing the existence of H2O molecules at the surface of the nanomaterials. The strong bands arising between 1592-1631 cm-1 associated to the bending vibration of H-O-H molecules [80] in Zn2+/Cu2+ : Cd-S lattice.
The feeble absorption bands from 793-861 cm-1 were illustrated the structural deformation and micro-structure formation related with defect states created by Cu2+ ions through Cd-Zn-S lattice. The characteristic peaks around 428-432 cm-1 and 683-671 cm-1 represented the Zn2+/Cu2+ : Cd-S lattice vibrations [81, 82]. The alteration in intensity of characteristic bands between 400-700 cm-1 and peak shift from 671 cm-1 to 685 cm-1 by Cu addition not only signify the size reduction and also convey the substitution of Cu2+ into Cd-Zn-S lattice network.
3.7. Photoluminescence (PL) studies
Fig. 13 presents the PL spectra of Cd0.9Zn0.1S, Cd0.89Zn0.1Cu0.01S and Cd0.87Zn0.1Cu0.03S nanostructures between 350 nm and 590 nm. PL spectra of Zn-doped CdS (Cd0.9Zn0.1S) includes two broad visible PL emissions. The first prominent band centered at 386 nm (Eg ~ 3.22 eV) corresponding to bluish-violet (BV) emission and the second broad band with lower intensity located at 541 nm (Eg ~ 2.30 eV) connected to the green emission (GE) bands. The two main reasons behind origin of photoluminescence emissions are the transition of charges between conduction band to valence band i.e., recombination of two opposite charges, electron and holes in semiconductors and other one is from the transition of charges between the surface defect states i.e., the recombination of charges through the defect states [83]. Fig. 14 illustrates the energy level diagram to explore the two visible emissions such as BV and GE bands. The noticed strong BV band around ~ 386 nm is initiated from the presence of the interstitials of Cd2+ (ICd). The weak GE band observed in Cd0.9Zn0.1S around ~ 541 nm is originated from the recombination of shallow electrons trapped within a sulfur vacancy and hole pair from surface/defect related site to the valence band [84-86]. The similar GE band was reported by Arora et al. [87] around ≈ 530 nm in Mn2+ doped CdS nanostructures.
The PL intensity of BV emission band decreases at the same time the intensity of GE band increases by Cu incorporation. The diminishing BV band by Cu addition may be due to the decrease of Cd2+ interstitials which was confirmed by EDX spectra (Fig. 6). Generally, the PL emission at high energy is related with high energy recombination centers connected with intrinsic defects or Cu induced defect states [60]. The addition of Cu generates more defects and surface states. The present GE band around 541-548 nm can be accredited to transition among the impurity levels within the energy gap i.e., between the localized surface states [88]. In addition to the emission intensity changes, the peak position is also shifted to higher wavelength side (red-shift) with the rise of Cu doping levels. The similar red shift was reported by Panda et al. [89] in Cu-doped CdS thin films. The tuning of energy gap and also the PL emissions suggest the Cu-doped Cd-Zn-S materials for the high efficient opto-electronic applications.
3.8. Photocatalytic activity
Methylene blue (MB) is the solid and odorless chemical which is the main water contaminants discharging from the textile factories. It exhibits blue colour during the dissolution with water at room temperature and also dangerous for the environment. In the present investigation, Zn doped CdS and Zn, Cu dual doped CdS are employed as efficient photo-catalyst to remove the poisonous MB from textile wastage. The decreasing energy gap and the elevated optical absorption of Cu added Cd0.9Zn0.1S nanostructure is probable to perform an imperative role to elevate the efficiency of dye removal capacity. Here, the UV radiation is employed as the light source and the irradiation time is between 0-180 minutes in the interval of 30 minutes. The maximum wavelength of MB is shown between 620-665 nm from the optical absorption measurements [90].
The graphical illustration to express the probable photo-degradation of MB solution using Zn, Cu dual doped CdS as catalyst with different UV radiation exposure times is presented in Fig. 15. During the UV radiation is exposed on Zn, Cu dual doped CdS samples, more number of electrons are liberated into conduction band and hence, plenty of electron-hole pairs available. Generally, the liberation of electron-hole pairs enhances the photo-catalytic dye removal efficiency of the materials [91]. When Cu is incorporated into Cd-Zn-S lattice the energy gap gets diminished which enables the collection of more photons to penetrate the energy gap and increases the electron-hole pairs [56, 92]. The addition of Cu and Zn into CdS re-structure the energy gap and generate more defect states which enhance the dye removal capacity under UV light exposure [93].
It is renowned that the hydroxyl radicals (OH·) and superoxide free radicals (O2· -) in the Zn and Cu doped CdS are the potential oxidizing agents in the degrading MB dyes [94]. The suggested photo-reaction mechanism can be demonstrated as follows:
![](data:image/png;base64,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)
The final products after the photo-degradation reaction and the dis-integration of MB dye are H2O, CO2, and SO42-. Fig. 16 represents the absorption spectra of MB solution with Cd0.9Zn0.1S and Cd0.87Zn0.1Cu0.03S samples as a photo-catalyst for various exposure times between 0 to 180 minutes. Here, the pure MB solution with no catalyst is taken as a control.
In all two cases, the absorption decreases continuously with the increase of light exposure time. Compared with Cd0.9Zn0.1S, Cu doped Cd0.9Zn0.1S sample exhibits better optical absorption reduction capacity.
In order to obtain the better understanding related to the dis-integration of MB, a plot is drawn between the concentration ratio (Ct/C0) of MB and light exposure time from 0 to 180 minutes as illustrated in Fig. 17a. The variation of dye removal capacity of pure MB dye, Cd0.9Zn0.1S and Cd0.87Zn0.1Cu0.03S samples as a function of light exposure time is presented in Fig. 17b. The degradation efficiency (η) can be obtained from the relation [95], h (%) = [(C0 - Ct) / C0] x 100 = [(A0 - At) / A0] x 100 where, C0 and Ct are concentration of the dye at the light exposure time, '0' and ‘t’ minutes, respectively, and A0 and At are the its equivalent absorption.
Dye removal efficiency is increased with the light exposure time as well as the by the Cu doping. The maximum degradation efficiency of Cd0.9Zn0.1S and Cu doped Cd0.9Zn0.1S are 84 and 98%, respectively at 180 minutes. Generally, the dye removing capacity depends on the crystallite / grain size, micro-structural changes, energy gap and optical absorption intensity [96]. It is easily understood from Fig. 17 that the photo-catalytic activity is enhanced by Cu doping. The noticed higher photo-catalytic behaviour at Cu doped Cd0.9Zn0.1S is due to the reduced crystallite size, elevated surface to volume ratio, increase the range and absorption intensity, enhanced utilization rate and capture of the incident light which ultimately improving the degradation efficiency. The reduced size enhances the active sites which made more interaction of dye molecules with the surface of the nanostructures and ensure the better photo-catalytic behaviour [97]. Therefore, it is suggested that the improved photo-catalytic behaviour at Cu doped sample is the collective results of high density electron-hole pairs creation, enhanced absorbance in the visible wavelength, surface area enhancement, reduced energy gap and the formation of novel defect associated states [98].
3.9. Stability and re-usability studies
As a helpful photo-catalyst, the stability and the re-usability of the substance are the significant factors for its practical usage in industrial applications. Fig. 18 illustrates the re-usability of Cu doped Cd0.9Zn0.1S catalysts for MO dye removal efficiency at six runs of re-cycling process under UV radiation with light exposure time of 180 minutes. For every cycle, the sample was cleaned repeatedly by de-ionized water and dehydrated using oven at 80°C. The cleaned sample was employed again for the photo-catalytic degradation measurement.
The disintegration rate of the sample is obtained as 98% during the initial run which is decreased to 86% at 6th repetitive runs. Fig. 18 reveals the continuous decrease of degradation rate over six continual runs and the change of degradation efficiency is around ~ 12% following six continuous recycling runs. The probable reason for the above reduction in the degradation efficiency may be due to the loss of catalysts by the drying and washing. The result of this stability measurement signifies that Cu doped Cd0.9Zn0.1S exhibits superior dye removal ability and better stability even after 6 repetitive runs with limited photo-corrosion.