This paper investigates the influence of annealing temperatures on the properties of copper-zinc-tin sulfide (CZTS) thin films synthesized using a low-cost sol-gel spin-coating technique. The thin films were annealed at different temperatures: 340°C, 360°C, 380°C, and 400°C. Analysis of the X-ray diffraction data revealed a consistent kesterite structure in all thin films, with a preferred orientation along the (112) plane. Raman’s spectra confirmed the purity of the phase and confirmed the presence of the CZTS kesterite structure. The morphological and elemental compositions of the thin films showed significant fluctuations in response to changes in annealing temperature. This effect is due to the influence of temperature on the reaction dynamics during the preparation of the deposition solution. The optical properties showed a robust absorption coefficient (>104 cm−1) with optical bandgaps ranging from 1.38 to 1.72 eV. In particular, the CZTS sample annealed at 340°C showed superior crystallinity and outperformed others in optical and electrical properties. To expand the practical implications, the parameters derived from this study were theoretically integrated into a solar cell model (CZTS/(CdS or ZnS)/ZnO:i). Using SCAPS-1D simulation, efficiencies of 11.40% and 10.55% were predicted for the CdS and ZnS buffer layers, respectively. These results provide valuable information for optimizing CZTS thin films to improve solar cell performance.

Copper-zinc-tin-sulfide kesterite compounds (Cu2ZnSnS4 or CZTS) have attracted considerable attention in recent years due to their desirable optoelectronics properties for photovoltaic (PV) thin film solar cell applications.1 It is a promising material for solar cells because it is an abundant, low-cost, and environmentally friendly material that offers significant advantages over CIGS and CdTe.2 Both CdTe and CIGS have significant disadvantages, such as the toxicity of Cd, scarce resources of the elements In, Ga, and Te, and resulting price fluctuations that could affect their market launch in the future. Furthermore, the same underlying device architecture for CdTe and CIGS could be implemented for CZTS, which would help accelerate the development of CZTS solar cells with superior power conversion efficiencies.

CZTS has a remarkably high absorption coefficient in the visible region, which is 104 cm−1.3 Its optimal forward bandgap of 1.5 eV strategically positions it to efficiently capture a significant portion of the visible solar spectrum.4CZTS is characterized by its p-type conductivity and is the ideal choice among second-generation thin film solar cells.

The theoretical limit of energy efficiency of CZTS connections is an impressive 32%.5 It is noteworthy that a breakthrough was achieved in 2012 with a record CZTS conversion efficiency of 12.6%, using a pure hydrazine-based solution route.6 Various techniques have been used to prepare CZTS thin films, including molecular beam epitaxy,7 sputtering,8 pulsed laser deposition,9 sputter pyrolysis,10 electrodeposition,11 and sol-gel spin-coating. Among these methods, the sol-gel process stands out for its simplicity, which allows it to be adapted to large surfaces and different substrates in terms of shapes and materials. In addition, the sol-gel technique offers advantages such as precise stoichiometric control and quantitative doping at the molecular level. This allows greater control over structure and composition compared to alternative methods. In this study, the sol-gel route was the main method for preparing CZTS films.

The performance of a solar cell depends mainly on the crystalline structure and the composition of the absorbing material. Therefore, it is important to understand and optimize the growth of photovoltaic materials to achieve the desired stoichiometry.12 In fact, the stoichiometry of CZTS is influenced by the annealing temperature and the atmosphere.13–15 It was found that good crystallinity requires higher growth temperatures. However, to avoid the evaporation of sulfur S during deposition, it is necessary to proceed with low temperature deposition and subsequent post-treatment at higher temperature to improve crystallinity. The sulfurization process ensures the best stoichiometry of the CZTS thin film, and the high temperature heating ensures the high crystallinity of the CZTS absorbing material, which improves the electrical and optical properties.16 Xiaomi You et al.17 studied the annealing of sol-gel based CZTS films prepared from sulfur-containing solutions in an inert atmosphere without suffixation and with different thicknesses of the deposited layers: three-layer samples annealed at 250°C for 10 min, five- and nine-layer samples were annealed at 500°C in a nitrogen atmosphere for 60 min. They showed that the CZTS phase was successfully formed in all samples, and the nine-layer sample had better crystallinity. In another study, Khottummee et al.18 studied the influence of annealing temperature on the optical properties of CZTS thin films deposited by the dip coating technique using the sol-gel method. They showed that the bandgap energy decreases from 1.72 to 1.50 eV when the annealing temperature increases from 200°C to 500°C for 1 h. In addition, many studies have been conducted on the influence of annealing temperature,19 temperature, and time20,21 on CZTS thin films prepared by sol-gel spin coating.

In this study, we investigated the effect of annealing in air at different temperatures on the structural, morphological, elemental composition, optical and electrical properties of CZTS thin films synthesized by sol-gel spin-coating technique. The aim of this study was to determine the optimal annealing conditions. In addition, using the CZTS data from this research, the theoretical performance of the solar cell with a toxic buffer layer (CdS) and a non-toxic buffer layer (ZnS) was also determined using a solar cell capacitance simulator (SCAPS-1D).

CZTS thin films were synthetized by sol-gel spin-coating technique on soda-lime glass using copper chloride (CuCl2.2H2O), zinc chloride (ZnCl2), tin chloride (SnCl2.2H2O), and thiourea (SC(NH2)2) as precursors for copper (Cu), zinc (Zn), tin (Sn), and sulfur (S). The ratio of Cu:Zn:Sn:S was maintained at 2:1:1:8. The solution was stirred at 60°C for 20 min, then spin-coated onto cleaned glass substrates at 3000 rpm for 20 s and dried at 280°C for 10 min. This process was repeated to achieve the desired film thickness. The coated substrates were annealed in air at 340°C, 360°C, 380°C, and 400°C for 20 min, except for one sample left non-annealed to assess the impact. The samples were labeled as CZTS-AD, CZTS-340, CZTS-360, CZTS-380, and CZTS-400 accordingly.

The film’s crystalline structure was confirmed using X-ray diffraction (XRD) in a Bragg–Brentano geometry with CuKα radiation (λ = 1.5418 Å). Raman spectroscopy analyzed the phase composition of CZTS samples with a laser wavelength (λ = 532 nm) ranging from 200 to 500 cm−1. Field-emission scanning electron microscopy (FESEM) and energy-dispersive X-ray spectrometry (EDX) were used to examine surface morphology and elemental composition of the thin films. FESEM images were taken with a fixed electron beam at 10 kV.

Optical studies were performed using a computer-controlled UV–vis–NIR spectrophotometer (UV-3101PC-SHIMADZU) covering a range of 185–1400 nm. Transmittance measurements were compared to bare glass substrates. Electrical properties were assessed by measuring the resistivity of the samples at room temperature using the van der Pauw method with an Ecopia HMS-5500 instrument.

SCAPS is a one-dimensional solar cell simulation software developed by researchers at the Department of Electronics and Information Systems (ELIS) at Ghent University in Belgium.22 We used SCAPS-1D to perform a numerical simulation of a CZTS solar cell, and determine its theoretical efficiency and key output parameters such as JV characteristics.

XRD was used to analyze the structural properties that influence the optical and electrical properties of CZTS thin films. Figure 1 shows the X-ray patterns of CZTS-AD, CZTS-340, CZTS-360, CZTS-380, and CZTS-400°C. The sample annealed at 400°C initially shows no CZTS peaks and is therefore unsuitable for optical and electrical evaluations. However, the remaining samples show sharp peaks at 28.34°, 47.38°, and 56.43°, denoted as (112), (220), and (312), respectively, indicating the thin film structure of CZTS. The XRD patterns confirm that all thin films crystallized in the kesterite structure (ICDD #04-023-3974). This is consistent with previous research,13 which suggested that CZTS thin films should be annealed at the lowest possible temperature without sulfurization to avoid CZTS phase degradation and sulfur evaporation. Note that the peak (112) at 28.34° shows significant intensity in all samples, indicating the preferential orientation of the CZTS film along the (112) axis. The crystallinity of the films improves with increasing temperature up to 360°C, highlighting the tendency for CZTS crystalline structure to align along the (112) direction and confirming the formation of the CZTS kesterite crystallographic phase.

Figure 1.
A graph displaying diffraction intensity versus degree angle, showing multiple traces for different C Z T S samples at various temperatures.The graph illustrates X ray diffraction patterns with intensity on the vertical axis, labelled as Intensity, a.u., and angle on the horizontal axis, labelled as 2 theta, degree. Six different traces represent distinct samples, C Z T S 400, C Z T S 380, C Z T S 360, C Z T S 340, and C Z T S A D, each corresponding to specific temperatures. Peaks are labelled with Miller indices, including 112, 220, and 321. The data ranges from 20 to 80 degrees. The trace line for each sample varies in colour, and additional markers describe standard peak positions indicated by orange vertical lines, accompanied by a reference number, J P C D 04 023 3974, at the bottom right.

X-ray diffraction results of all CZTS thin films annealed at different temperatures

Figure 1.
A graph displaying diffraction intensity versus degree angle, showing multiple traces for different C Z T S samples at various temperatures.The graph illustrates X ray diffraction patterns with intensity on the vertical axis, labelled as Intensity, a.u., and angle on the horizontal axis, labelled as 2 theta, degree. Six different traces represent distinct samples, C Z T S 400, C Z T S 380, C Z T S 360, C Z T S 340, and C Z T S A D, each corresponding to specific temperatures. Peaks are labelled with Miller indices, including 112, 220, and 321. The data ranges from 20 to 80 degrees. The trace line for each sample varies in colour, and additional markers describe standard peak positions indicated by orange vertical lines, accompanied by a reference number, J P C D 04 023 3974, at the bottom right.

X-ray diffraction results of all CZTS thin films annealed at different temperatures

Close modal

The crystal size D was calculated by exploiting the XRD results using the Debye–Scherrer relation:23 

1

where β is full width at half maximum (FHWM), λ is the wavelength of the Cu(kα) radiation, and θ is the angle of the (112) peak. The crystalline size D versus annealing temperature is shown in Figure 2.

Figure 2.
A graph displaying the relationship between F H W M and crystalline size against temperature with black and blue lines indicating different variables.The image shows a graph plotting two variables, F H W M in degrees on the left vertical axis and crystalline size in nanometres on the right vertical axis, against temperature in degrees Celsius on the horizontal axis. The black line represents F H W M as a function of temperature, decreasing from approximately 1 degree at 280 degrees Celsius to about 0.4 degrees at 380 degrees Celsius. The blue line represents crystalline size, starting at approximately 11 nanometres at 280 degrees Celsius and rising to approximately 18 nanometres at 380 degrees Celsius. Both axes are clearly labelled, with a marked arrow indicating the range of temperature. The graph highlights the inverse relationship between F H W M and crystalline size as temperature increases.

Crystalline size and FHWM plotted against the annealing temperatures

Figure 2.
A graph displaying the relationship between F H W M and crystalline size against temperature with black and blue lines indicating different variables.The image shows a graph plotting two variables, F H W M in degrees on the left vertical axis and crystalline size in nanometres on the right vertical axis, against temperature in degrees Celsius on the horizontal axis. The black line represents F H W M as a function of temperature, decreasing from approximately 1 degree at 280 degrees Celsius to about 0.4 degrees at 380 degrees Celsius. The blue line represents crystalline size, starting at approximately 11 nanometres at 280 degrees Celsius and rising to approximately 18 nanometres at 380 degrees Celsius. Both axes are clearly labelled, with a marked arrow indicating the range of temperature. The graph highlights the inverse relationship between F H W M and crystalline size as temperature increases.

Crystalline size and FHWM plotted against the annealing temperatures

Close modal

The CZTS-AD exhibits a minimum crystalline size of ≈8.72 nm. It is obvious that the crystalline size D with increasing annealing temperature and reaches 17.79 nm. This behavior suggests that higher annealing temperatures result in larger crystalline sizes, possibly due to the increased thermal energy of the atoms.24 It is well documented that the conversion efficiency of CZTS solar cells improves with larger grain sizes in the absorber layer. However, these average crystalline sizes are smaller than those achieved with CZTS thin films annealed through sulfurization.25 Therefore, annealing in air at temperatures exceeding 380°C could potentially affect the crystallinity and phase purity, leading to the formation of secondary impurity phases.

Raman spectroscopy was used to definitively identify the CZTS kesterite phase. The similarity between the XRD databases for cubic ZnS and tetragonal Cu3SnS4 and CZTS makes it difficult to distinguish CZTS based on XRD results alone. An Ar+ laser with a wavelength of 532 nm was used for the analysis. In Figure 3, the Raman spectra of pre-annealed and annealed CZTS thin films at different temperatures are shown. The Raman data revealed a consistent peak at 337 cm−1 in all CZTS thin films, which corresponds to the main vibration mode A1characteristic of the CZTS phase.26 Consequently, both Raman spectra and XRD data confirmed the formation of a pure kesterite crystallographic phase in the CZTS thin films.

Figure 3.
A graph displaying Raman spectroscopy results for different C Z T S samples, showing intensity on the vertical axis and Raman shift on the horizontal axis, with peaks labelled.This graphical representation illustrates Raman spectroscopy data for various Copper Zinc Tin Sulfide, C Z T S, samples, including labels for C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380, indicated by distinct lines. The vertical axis denotes intensity, measured in arbitrary units, while the horizontal axis features Raman shift, indicated in centimetres inverse. A notable peak, associated with the A 1 mode vibration labelled C Z T S, reaches just over 1200 in intensity. The data suggests comparative analysis across the different samples, with the curves displaying peaks at differing Raman shifts, important for interpreting material properties.

Raman spectroscopy results of all CZTS thin film

Figure 3.
A graph displaying Raman spectroscopy results for different C Z T S samples, showing intensity on the vertical axis and Raman shift on the horizontal axis, with peaks labelled.This graphical representation illustrates Raman spectroscopy data for various Copper Zinc Tin Sulfide, C Z T S, samples, including labels for C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380, indicated by distinct lines. The vertical axis denotes intensity, measured in arbitrary units, while the horizontal axis features Raman shift, indicated in centimetres inverse. A notable peak, associated with the A 1 mode vibration labelled C Z T S, reaches just over 1200 in intensity. The data suggests comparative analysis across the different samples, with the curves displaying peaks at differing Raman shifts, important for interpreting material properties.

Raman spectroscopy results of all CZTS thin film

Close modal

The CZTS thin films were analyzed using SEM images to investigate the influence of annealing and non-annealing temperatures on their surface morphology. SEM images are shown in Figure 4. A significant difference in morphology was observed between the pre-annealed and annealed samples. The images reveal numerous nanopores on the surface of all thin films, probably due to evaporation of precursors during the drying process, especially for thiourea precursors. Park et al.27 demonstrated through thermalgravimetric analysis that thiourea exhibited the highest weight loss compared to other precursors at 250°C. Despite drying the samples at 280°C, all samples showed particle agglomeration, non-uniform surfaces, and cracks of different sizes. Nanocavities were also present. Increasing the annealing temperature resulted in a smoother surface. The SEM image of the sample annealed at 380°C shows a dense and almost uniform surface morphology with small cracks and voids (Figure 4(d)).

Figure 4.
Four scanning electron microscope images displaying varied textures and structures, each labelled from a to d.This set of four scanning electron microscope images shows detailed views of specific materials, labelled a, b, c, and d. Each image has accompanying technical details indicating the scanning electron microscope settings, including the high voltage set at 10 kilovolts, the working distance, and detection modes. The view field for all images is consistent at 13.8 micrometres. Magnification is set at 20 times for each image, with scale bars indicating a resolution of 2 micrometres. The images exhibit different surface features which may entail distinct textures or patterns in the materials being analysed. The settings suggest a focus on fine details, critical for examining the microstructural characteristics.

Surface morphological of CZTS-AD (a), CZTS-340 (b), CZTS-360 (c), and CZTS-380 (d)

Figure 4.
Four scanning electron microscope images displaying varied textures and structures, each labelled from a to d.This set of four scanning electron microscope images shows detailed views of specific materials, labelled a, b, c, and d. Each image has accompanying technical details indicating the scanning electron microscope settings, including the high voltage set at 10 kilovolts, the working distance, and detection modes. The view field for all images is consistent at 13.8 micrometres. Magnification is set at 20 times for each image, with scale bars indicating a resolution of 2 micrometres. The images exhibit different surface features which may entail distinct textures or patterns in the materials being analysed. The settings suggest a focus on fine details, critical for examining the microstructural characteristics.

Surface morphological of CZTS-AD (a), CZTS-340 (b), CZTS-360 (c), and CZTS-380 (d)

Close modal

The elemental composition of CZTS significantly influences its crystal structure and its efficiency in solar cells.28 Heat treatment is a crucial factor in determining the initial composition of CZTS in a solution. A higher efficiency was observed for non-stoichiometric Cu-poor, Zn-rich.29EDX coupled with SEM was utilized to analyze the composition of CZTS thin films, detecting variable atomic percentages of Cu, Zn, Sn, and S at different annealing temperatures (Figure 5 and Table 1). The CZTS-340 and CZTS-360 exhibited Cu-poor and Zn-rich configurations which are suitable for the growth of high-quality CZTS thin films. However, the element ratios Cu/Zn + Sn and Zn/Sn of the annealed CZTS thin films slightly increased, while the S/metal ratio decreased with increasing annealing temperature (Figure 6). XRD and EDX analysis demonstrated that the high crystallinity was observed for the Cu-poor Zn-rich represented by CZTS-340 (Cu/Zn + Sn = 0.67, Zn/Sn = 1.05), and also for the CZTS-360 (Cu/Zn + Sn = 0.95, Zn/Sn = 1.14). Thus, these conditions could be developed for growing high-crystallinity CZTS thin films and yielded highest conversion efficiency.

Figure 5.
Four spectral graphs show elemental distribution for C Z T S samples with varying conditions. Each graph indicates elements represented by peaks at specific energy levels.The image features four spectral graphs labelled C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380, each illustrating elemental distribution across different samples. Each graph presents a horizontal axis denoting energy levels in kilo electron volts, ranging from 0 to approximately 6, with significant peaks representing various elements such as copper, zinc, sulphur, chlorine, and tin, which are marked on the graphs. The vertical axis indicates counts, with varying scales for each graph. The graphs are presented in a 2 by 2 grid format, facilitating direct comparison across the different conditions applied to the C Z T S samples. Each peak represents a distinct element and its concentration, and the lower sections show a consistent trend of minor peaks. The graphs are primarily red with annotations highlighting elemental positions.

EDX spectrum of CZTS-AD (a), CZTS-340 (b), CZTS-360 (c) and CZTS-380 (d)

Figure 5.
Four spectral graphs show elemental distribution for C Z T S samples with varying conditions. Each graph indicates elements represented by peaks at specific energy levels.The image features four spectral graphs labelled C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380, each illustrating elemental distribution across different samples. Each graph presents a horizontal axis denoting energy levels in kilo electron volts, ranging from 0 to approximately 6, with significant peaks representing various elements such as copper, zinc, sulphur, chlorine, and tin, which are marked on the graphs. The vertical axis indicates counts, with varying scales for each graph. The graphs are presented in a 2 by 2 grid format, facilitating direct comparison across the different conditions applied to the C Z T S samples. Each peak represents a distinct element and its concentration, and the lower sections show a consistent trend of minor peaks. The graphs are primarily red with annotations highlighting elemental positions.

EDX spectrum of CZTS-AD (a), CZTS-340 (b), CZTS-360 (c) and CZTS-380 (d)

Close modal
Table 1.

The compositional of all CZTS thin films and the elements ratio Zn/Sn, Cu/Zn + Sn, and S/metal

ElementCZTS-ADCZTS-340CZTS-360CZTS-380
Cu (at%)10.5311.0716.7113.47
Zn (at%)8.498.189.397.69
Sn (at%)4.584.278.182.65
S (at%)18.2117.6518.916.98
C (at%)45.4546.2120.4350.82
O (at%)26.3716.75
Cl (at%)12.7312.631.63
Zn/Sn1.851.051.143.41
Cu/Zn + Sn0.800.670.951.65
S/Cu + Zn + Sn0.780.750.350.29
Figure 6.
A graph showing atomic ratios for Z n slash S n, C u slash Z n plus S n, and S slash C u plus Z n plus S n against temperature in degrees Celsius. Data points are marked and connected by different lines.The graph plots atomic ratios of three variables, Z n slash S n, C u slash Z n plus S n, and S slash C u plus Z n plus S n, against temperature measured in degrees Celsius. The x axis represents temperature, ranging from 270 to 380 degrees Celsius, while the y axis represents atomic ratio, extending from 0 to 3.5. Each variable is represented by distinct markers, triangles for S slash C u plus Z n plus S n, circles for C u slash Z n plus S n, and squares for Z n slash S n, with corresponding dashed lines indicating trends. An oval surrounds the data point for Z n slash S n at 280 degrees Celsius, labelled C Z T S A D. The label Lorem Ipsum appears prominently on the graph.

The ratio Zn/Sn, Cu/Zn + Sn, and S/metal variation with the annealing temperature

Figure 6.
A graph showing atomic ratios for Z n slash S n, C u slash Z n plus S n, and S slash C u plus Z n plus S n against temperature in degrees Celsius. Data points are marked and connected by different lines.The graph plots atomic ratios of three variables, Z n slash S n, C u slash Z n plus S n, and S slash C u plus Z n plus S n, against temperature measured in degrees Celsius. The x axis represents temperature, ranging from 270 to 380 degrees Celsius, while the y axis represents atomic ratio, extending from 0 to 3.5. Each variable is represented by distinct markers, triangles for S slash C u plus Z n plus S n, circles for C u slash Z n plus S n, and squares for Z n slash S n, with corresponding dashed lines indicating trends. An oval surrounds the data point for Z n slash S n at 280 degrees Celsius, labelled C Z T S A D. The label Lorem Ipsum appears prominently on the graph.

The ratio Zn/Sn, Cu/Zn + Sn, and S/metal variation with the annealing temperature

Close modal

Additional elements such as O, C, and Cl were identified in the analysis. The presence of carbon could be due to the incomplete evaporation of the solvent and thiourea, while the presence of chloride could be due to the metal chloride used. The atomic content of carbon significantly influences the electrical properties of CZTS thin films. The inclusion of metal chloride is intended to reduce the carbon content, which decreases with increasing temperature rises and reaches a minimum at 360°C.

The optical properties of CZTS thin films annealed at different temperatures were analyzed by UV–visible spectroscopy in the wavelength range of 360–1100 nm. Figures 7 and 8 present the optical transmission spectra (T) and reflection spectra (R) spectra of the CZTS thin films, respectively. Consistent changes in transmittance and reflectance were observed at all wavelengths except for CZTS-AD, which remained constant. The CZTS sample annealed at 360°C exhibited the highest transmittance and reflectance, which may be due to the surface morphology and elemental composition.

Figure 7.
A graph displaying transmittance percentages against wavelength in nanometres for various C Z T S samples, with four distinct lines representing different conditions.The graph presents the relationship between transmittance percentage and wavelength measured in nanometres, ranging from 400 to 1000 nanometres. The horizontal axis indicates the wavelength, with marked increments, while the vertical axis shows transmittance percentage, labelled from 0 to 1.8. Four distinct lines represent different samples, the black line for C Z T S A D, the red line for C Z T S 340, the blue line for C Z T S 360, and the magenta line for C Z T S 380. Each line varies in transmittance levels across the wavelength range, with line trends observable throughout the plotted data. The visual characteristics include clear differentiation between the samples through the use of colour coding.

Transmittance spectra plotted against wavelength

Figure 7.
A graph displaying transmittance percentages against wavelength in nanometres for various C Z T S samples, with four distinct lines representing different conditions.The graph presents the relationship between transmittance percentage and wavelength measured in nanometres, ranging from 400 to 1000 nanometres. The horizontal axis indicates the wavelength, with marked increments, while the vertical axis shows transmittance percentage, labelled from 0 to 1.8. Four distinct lines represent different samples, the black line for C Z T S A D, the red line for C Z T S 340, the blue line for C Z T S 360, and the magenta line for C Z T S 380. Each line varies in transmittance levels across the wavelength range, with line trends observable throughout the plotted data. The visual characteristics include clear differentiation between the samples through the use of colour coding.

Transmittance spectra plotted against wavelength

Close modal
Figure 8.
Graph displaying reflectance percentages against wavelength in nanometres for various C Z T S samples, with labelled lines for each sample.The image depicts a graph showing the relationship between reflectance percentages and wavelength in nanometres, specifically from four types of C Z T S samples, C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380. The y axis represents reflectance in percentages, ranging from 0 to 1.8, while the x axis represents wavelength, ranging from 400 to 1000 nanometres. Each sample is represented by a distinct line with corresponding labels, C Z T S A D in black, C Z T S 340 in red, C Z T S 360 in blue, and C Z T S 380 in magenta. The graph includes smooth curves for each sample, demonstrating variations in reflectance across the specified wavelength range.

Reflectance spectra plotted against wavelength

Figure 8.
Graph displaying reflectance percentages against wavelength in nanometres for various C Z T S samples, with labelled lines for each sample.The image depicts a graph showing the relationship between reflectance percentages and wavelength in nanometres, specifically from four types of C Z T S samples, C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380. The y axis represents reflectance in percentages, ranging from 0 to 1.8, while the x axis represents wavelength, ranging from 400 to 1000 nanometres. Each sample is represented by a distinct line with corresponding labels, C Z T S A D in black, C Z T S 340 in red, C Z T S 360 in blue, and C Z T S 380 in magenta. The graph includes smooth curves for each sample, demonstrating variations in reflectance across the specified wavelength range.

Reflectance spectra plotted against wavelength

Close modal

The transmission and reflectance results were used to calculate the optical bandgaps for all CZTS thin films, based on the Tauc method using the following relation:30 

2

where Eg is the bandgap, B is a constant independent of the energy , and α is the absorption coefficient determined for all samples using the following formula:

3

where d is the thickness of the thin film estimated to be 3 µm from the SEM image from our previous work.31 All CZTS thin films show an absorption coefficient of 104 cm−1 in the visible region which is consistent with previous results reported in other works,15,32 and are suitable for use as absorption layers in thin-film solar cells.

The optical bandgap indicates the range of the solar spectrum that a photovoltaic cell can absorb. The bandgap energy was calculated by extrapolating the linear portion of (αhν)2 versus the incident photon energy , as shown in Figure 9. The bandgap values range from 1.38 to 1.71 eV with increasing annealing temperatures, while CZTS-AD exhibits a minimum bandgap of 1.36 eV. The increase in bandgap with increasing the annealing temperatures is attributed to variations in crystalline quality and resulting differences in grain sizes among the samples. In our study, the decrease in S/metal ratio with increasing annealing temperature is associated with an increase in bandgap energy. Previous studies on CZTS synthesized using sputtering and thermal evaporation methods have shown that the bandgaps of CZTS thin films increase with annealing temperature, which agrees well with our results.33,34 The optical bandgaps of all obtained CZTS samples are considered suitable for the use of solar cells.35 

Figure 9.
A graph with four plots displays a h v squared versus photon energy, showcasing data for different C Z T S materials with varying markers and lines.The image includes a graph consisting of four plots arranged in two rows and two columns. Each plot represents the relationship between the variable a h v squared, scaled by 10 to the power of 9, in electron volts per square centimetre on the vertical axis and photon energy in electron volts on the horizontal axis. The top left plot, labelled C Z T S A D, features data points represented by open black circles, while a solid line indicates a fitted trend. The top right plot, labelled C Z T S 340, displays similar data points in open red circles. The bottom left plot, labelled C Z T S 360, uses open pink circles for its data points, and the bottom right plot, C Z T S 380, shows open blue circles for its data points. Each plot has a trend line plotted in black, and the axes are consistently scaled across all four graphs. The overall arrangement allows for comparison between different C Z T S materials across the photon energy spectrum.

Optical bandgap of all CZTS thin films determined by Tauc method

Figure 9.
A graph with four plots displays a h v squared versus photon energy, showcasing data for different C Z T S materials with varying markers and lines.The image includes a graph consisting of four plots arranged in two rows and two columns. Each plot represents the relationship between the variable a h v squared, scaled by 10 to the power of 9, in electron volts per square centimetre on the vertical axis and photon energy in electron volts on the horizontal axis. The top left plot, labelled C Z T S A D, features data points represented by open black circles, while a solid line indicates a fitted trend. The top right plot, labelled C Z T S 340, displays similar data points in open red circles. The bottom left plot, labelled C Z T S 360, uses open pink circles for its data points, and the bottom right plot, C Z T S 380, shows open blue circles for its data points. Each plot has a trend line plotted in black, and the axes are consistently scaled across all four graphs. The overall arrangement allows for comparison between different C Z T S materials across the photon energy spectrum.

Optical bandgap of all CZTS thin films determined by Tauc method

Close modal

The electrical properties of CZTS have a significant impact on the efficiency of solar cells. To analyze the electrical properties of CZTS thin films deposited and annealed at different temperatures, the four-point method was used. Table 2 describes the resistivity, conductivity type, and hole concentration determined from Hall effect measurements. All CZTS thin films exhibited p-type conductivity. The resistivity of the annealed CZTS samples varies with temperature and is directly influenced by the film properties and crystallinity. This change is related to the increase in bandgaps and composition of CZTS with annealing temperatures. A larger crystallite size reduces grain boundaries, minimizing film defects and carrier recombination.36 The CZTS-360 sample showed minimal resistivity (1.60 × 10−2 Ωcm) due to the low carbon content and Cu/Zn + Sn ratio observed in the EDX results. The lack of Cu led to the formation of the CuZn antisite defects, which are the main reason for the p-type conductivity and good electrical properties of the CZTS thin film.37 The resistivity values of all CZTS thin films were consistent with the literature.38 However, as the S/metal ratio in annealed CZTS decreased, the mobility and hole concentration also decreased. Petal et al. have shown that high mobility is related to Zn-rich and high S content.39 Other study revealed that the electrical properties of CZTS are influenced by the stoichiometry and atomic percentage of each element.40 All electrical parameters of the sol-gel deposited CZTS absorption layer are suitable for photovoltaic applications.

Table 2.

Electrical results of CZTS thin films

SamplesTypeResistivity: Ω cmMobility: cm2/VsHole concentration: cm−3
CZTS-ADp1.84 × 10−218.515.821 × 1017
CZTS-340p4.05 × 10−224.661.665 × 1016
CZTS-360p1.60 × 10−214.671.228 × 1016
CZTS-380p9.98 × 10−29.781.916 × 1015

In this study section, CZTS thin films with p-type conductivity were deposited on an ITO substrate with n-type conductivity to create a PN junction, which was confirmed by their electrical properties. An Ag contact was then placed on top of the CZTS to improve current flow. Figure 10 shows the IV properties of CZTS thin films deposited on an ITO substrate using sol-gel spin-coating in the absence of light. The semi-logarithm of I(V) is shown in the inset of Figure 10. The nonlinear I–V characteristics demonstrate rectifying and non-ohmic behavior, indicating the successful formation of a PN junction between the p-CZTS and n-ITO thin films. Furthermore, the IV curve showed a turn-on voltage of 0.45 V. In addition, the positive part of the IV curve, which shows an exponential variation, can be modelled using the following equation:

4
Figure 10.
Graph depicting current versus voltage with an inset zooming into a current dip, annotated with axes labels and a legend for the dark condition.The image shows a graph plotting current in milliamps against voltage in volts. The main graph features a curve that begins at 0 and rises sharply, indicating a threshold at 0 volts before increasing smoothly. An inset graph is located at the top right, illustrating a noticeable dip in current as voltage approaches 0, showing both positive and negative current values ranging from negative 10 to positive 2 milliamps. Both graphs are clearly labelled, and the main graph includes circular data points connected by a line. A legend indicates the data pertains to the dark condition. The axes are marked clearly, facilitating easy interpretation of the data trends.

IV characteristic of CZTS thin films deposited with sol-gel spin-coating on ITO substrate

Figure 10.
Graph depicting current versus voltage with an inset zooming into a current dip, annotated with axes labels and a legend for the dark condition.The image shows a graph plotting current in milliamps against voltage in volts. The main graph features a curve that begins at 0 and rises sharply, indicating a threshold at 0 volts before increasing smoothly. An inset graph is located at the top right, illustrating a noticeable dip in current as voltage approaches 0, showing both positive and negative current values ranging from negative 10 to positive 2 milliamps. Both graphs are clearly labelled, and the main graph includes circular data points connected by a line. A legend indicates the data pertains to the dark condition. The axes are marked clearly, facilitating easy interpretation of the data trends.

IV characteristic of CZTS thin films deposited with sol-gel spin-coating on ITO substrate

Close modal

where I0 is the saturation current estimated at 3.1 × 10−5 A, q is the electronic charge, V is the voltage applied to the terminals of the junction, k is the Boltzmann constant, T is the temperature in Kelvin, and n is the ideality factor which is an important parameter. However, each diode has an ideality factor. For solar cell applications, the ideality factor n is in the range of 1–2.

For the diode consisting of a heterojunction (glass/n-ITO/p-CZTS/Ag), the series resistance Rs must be taken into account due to the lattice mismatch between CZTS and ITO. This resistance is influenced by the contact resistances on the front and back. The series resistance was calculated to be 139.5 Ω based on the IV curve analysis.

The PN junction structures (glass/n-ITO/p-CZTS/Ag) are shown in Figure 11, both in the dark and under illumination. The device showed consistent behavior under both conditions, with rectifying properties observed at the PN junction. In particular, the turn-on voltage dropped to 0.42 V and the measured ideality factor was 1.77 under lighting. Furthermore, an increase in current was observed during illumination, which is due to the photocurrent generated by the CZTS absorbing the incident photons. This process excites electrons from the valence band to the conductive band and forms electron–hole pairs,41 resulting in improved PN junction parameters. The fabricated device can be used as a UV detector36 and for photocatalytic applications.42 The solar cell can use an our PN junction to incorporate a buffer layer between p-CZTS and n-FTO, reducing potential barriers due to lattice parameter mismatch. Gunavathy et al.43 studied the influence of FTO substrate temperature on CZTS thin films prepared by spray pyrolysis. The sample annealed at 350°C showed promising properties and was used as a n-type in a heterojunction with the FTO/CdS/CZTS/Ag configuration. The PN junction showed rectifying behavior. However, under illumination, the solar cell characteristics for this heterojunction structure were: open-circuit voltage of 213 mV, short-circuit current density of 490 μA cm−2, fill factor of 0.33%, and an efficiency of 0.68%.

Figure 11.
A graph plotting current in milliamperes against voltage in volts, showing dark, black circles, and light, red circles, current behaviour.The graph features a plot of electrical current measured in milliamperes on the vertical axis, ranging from 0 to 15, and voltage measured in volts on the horizontal axis, ranging from 0 to 1. Two sets of data points are displayed, dark current represented by black circles and light current represented by red circles. The dark current shows little variation with increasing voltage, while the light current demonstrates significant increases beyond a certain voltage threshold. The graph illustrates the differences in current response under light and dark conditions.

IV characteristic in the dark and illumination of CZTS thin films deposited with sol-gel spin-coating on IFO substrate

Figure 11.
A graph plotting current in milliamperes against voltage in volts, showing dark, black circles, and light, red circles, current behaviour.The graph features a plot of electrical current measured in milliamperes on the vertical axis, ranging from 0 to 15, and voltage measured in volts on the horizontal axis, ranging from 0 to 1. Two sets of data points are displayed, dark current represented by black circles and light current represented by red circles. The dark current shows little variation with increasing voltage, while the light current demonstrates significant increases beyond a certain voltage threshold. The graph illustrates the differences in current response under light and dark conditions.

IV characteristic in the dark and illumination of CZTS thin films deposited with sol-gel spin-coating on IFO substrate

Close modal

This section explores the impact of non-annealing and annealing at different CZTS temperatures on solar cell efficiency using the SCAPS-1D capacitance simulator. SCAPS-1D can determine key parameters of solar cells such as: efficiency (η), fill factor (FF), short-circuit current density (Jsc), and open-circuit voltage (Voc). Figure 12(a) shows the physical device used in this study, which is composed of Mo/CZTS/(CdS or ZnS)/ZnO:I layer. The simulated band energies of the devices with CdS and ZnS buffer layers are shown in subfigures (b) and (c) of Figure 12. In this configuration, Mo serves as the back contact, CZTS as the absorber layer, ZnO:I as the window layer, and ZnS and CdS as different buffer layers. For the buffer layer, a comparative study was performed between ZnS, which is abundant and non-toxic, and CdS to reveal the performant layer.44 However, the scarcity and toxicity of cadmiums limits the cost efficiency of this buffer layer. Therefore, it is imperative to explore alternative materials to replace CdS. ZnS thin films offer several advantages over CdS as a buffer layer in solar cells.45,46 The parameters for the SCAPS-1D simulation of all layers of the solar cell are detailed in Table 3 and are taken from the literature, except for CZTS-AD, CZTS-340, CZTS-360, and CZTS-380 (Table 4). Based on the results of this study, key parameters of these absorber layers were incorporated into SCAPS-1D. During the entire simulation under AM 1.5 illumination, the physical constants remained constant at a temperature of 300 K. Figures 13 and 14 show the current–voltage results for CZTS-AD and all annealed CZTS layers at different temperatures using CdS and ZnS as buffer layers, respectively. The parameters used for the SCAPS-1D simulation for all the layers in a solar cell are listed in Table 3 which are taken from the literature, except for those of CZTS-AD, CZTS-340, CZTS-360, and CZTS-380 (Table 4). Based on the results of this study, key parameters of the absorbent layers were integrated into SCAPS-1D. Throughout the simulation under AM 1.5 illumination, these physical constants were kept constant with the temperature set at 300 K. Figures 13 and 14 show the current–voltage results for CZTS-AD and all CZTS annealed at different temperatures using CdS and ZnS as buffers layers respectively. All SCAPS-1D results can be found in Table 5. Changes in the properties of CZTS have a significant impact on the parameters of solar cells. The modification of processes or annealing temperatures influences CZTS properties, subsequently affecting solar cell performance when CdS or ZnS is used as a buffer layer. The Jsc values of CdS and ZnS decrease with increasing annealing temperature, probably due to the mobility of the sample. It is noteworthy that Jsc shows a similar trend in mobility with respect to annealing temperature. Efficient carrier generation for device output depends on timely contact arrival to avoid recombination, which requires long relaxation times and increased mobility.47 In contrast, the unannealed sample shows Jsc values of 19.28 mA cm−2 for CdS and 15.93 mA cm−2 for ZnS. The CZTS-AD configuration with CdS and ZnS as buffer layers exhibited the highest fill factor (64.51% for CdS and 57.56% for ZnS), which decreased with increasing CZTS annealing temperature. In contrast, the open-circuit voltage of the CZTS thin film increases with annealing temperature, with the lowest Voc observed for CZTS-340 (0.79 V for CdS and 0.84 V for ZnS). In particular, solar cells with ZnS as a buffer layer showed higher Voc values compared to those with CdS. Efficiency is an important parameter for determining the performance of solar cells. The simulation results of the efficiency of the solar cell with CdS and ZnS as the buffer layers are shown in Figure 15. The efficiency of solar cells with CdS or ZnS decreased with increasing annealing temperature. The solar cell with CZTS-AD as the absorbing layer achieved an average efficiency of ηCdS = 10.01% and ηZnS = 8.91%. The efficiency values across all samples ranged from 2.99% to 11.40%. The solar cell with CZTS-340 showed the highest efficiency at 11.40% for CdS and 10.55% for ZnS. The solar cell with the CdS buffer layer showed the best performance, compared to that with the ZnS buffer layer. However, solar cells with a ZnS buffer layer (Mo/CZTS/ZnS/ZnO:I) offer numerous advantages. They are crafted from non-toxic, eco-friendly, and abundant materials, resulting in a cost-effective material with an efficiency of 10.55% for the CZTS-340, even without sulfurization. The maximum efficiency values for CdS or ZnS with CZTS-340 as the absorbent layer are within the range of numerous studies.48,49 However, the experimental results for solar cells produced by spin coating are still behind the simulated ones.27,50 This discrepancy can cause several problems in solar cell assembly due to interface problems between layers and the appearance of secondary phases in CZTS thin films. The deposition of CZTS on Mo produces MoS2 with n-type conductivity, which affects the fill factor (FF) and increases the series resistance, which consequently reduces the open-circuit voltage (Voc).43 The secondary phases of the CZTS layer, such as SnS and ZnS,51 influence the short-circuit current (Isc) of the solar cell, while Voc is limited by Cu2SnS3.52,53 

Figure 12.
Schematic representation of a layer structure for a material system, including various layers such as n Z n O, n Z n S slash C d S, and p C Z T S, with energy band diagrams on the right.The image presents a layered structure for a semiconductor material system, with labels indicating each layer's composition and thickness. The top part features a schematic of the layer arrangement, including a front contact, n Z n O with a thickness of 200 nanometres, n Z n S slash C d S at 50 nanometres, p C Z T S at 3 micrometres, a molybdenum back contact, and a soda lime glass substrate. The right side includes two energy band diagrams, labelled b and c, showing energy levels versus distance. The diagrams feature various energy levels, including E c, E f n, E f p, and E v, with indications of flat band regions at both the back and front contacts, separated by vertical dashed lines that indicate distances from 0 to 3.5 micrometres.

Solar cell structure using CZTS film (a) and simulated band energies of the devices with CdS (b) and ZnS (c) buffer layers

Figure 12.
Schematic representation of a layer structure for a material system, including various layers such as n Z n O, n Z n S slash C d S, and p C Z T S, with energy band diagrams on the right.The image presents a layered structure for a semiconductor material system, with labels indicating each layer's composition and thickness. The top part features a schematic of the layer arrangement, including a front contact, n Z n O with a thickness of 200 nanometres, n Z n S slash C d S at 50 nanometres, p C Z T S at 3 micrometres, a molybdenum back contact, and a soda lime glass substrate. The right side includes two energy band diagrams, labelled b and c, showing energy levels versus distance. The diagrams feature various energy levels, including E c, E f n, E f p, and E v, with indications of flat band regions at both the back and front contacts, separated by vertical dashed lines that indicate distances from 0 to 3.5 micrometres.

Solar cell structure using CZTS film (a) and simulated band energies of the devices with CdS (b) and ZnS (c) buffer layers

Close modal
Table 3.

The physical parameters of window layer (ZnO:i) and buffer layers (CdS and Zn(S.O))

ParameterZnO:I55 CdS55 Zn(S,O)56 
Thickness: µm0.2000.0500.050
Bandgap: eV3.3502.4002.700
Electron affinity χ: eV4.3504.0004.300
Dielectric permittivity9.00010.00010.000
CB effective density of states: 1/cm32.200 × 10182.200E + 182.200E + 18
VB effective density of states: 1/cm31.800 × 10191.800E + 191.800E + 19
Electron mobility: cm²/Vs2.500 × 1012.500 × 1011.000 × 102
Hole mobility: cm²/Vs1.000 × 1021.000 × 1022.500 × 101
Shallow uniform donor density ND: cm−31.000 × 10181.000 × 10181.000 × 1017
Shallow uniform acceptor density NA: cm−30.000 × 1000.000 × 1000.000 × 100
Table 4.

Absorbents layer’s parameters used for simulation

ParameterCZTS-AD56 CZTS-34056 CZTS-36056 CZTS-38056 
Thickness: µm3*3*3*3*
Bandgap: eV1.36*1.38*1.55*1.71*
Electron affinity χ: eV4.14.14.14.1
Dielectric permittivity6.56.56.56.5
CB effective density of states: 1/cm38.100 × 10168.100 × 10168.100 × 10168.100 × 1016
VB effective density of states: 1/cm31.500 × 10191.500 × 10191.500 × 10191.500 × 1019
Electron mobility: cm²/Vs1.851 × 101*2.466 × 101*1.467 × 101*9.786 × 100*
Hole mobility: cm²/Vs1.260 × 1011.260 × 1011.260 × 1011.260 × 101
Shallow uniform donor density ND: cm−34.831 × 1017*1.382 × 1016*1.019 × 1016*1.635 × 1015*
Shallow uniform acceptor density NA: cm−35.821 × 10171.665 × 10161.228 × 10161.917 × 1015

*experimental values.

Figure 13.
A graph shows the relationship between current density and voltage for various C Z T S samples. The curves illustrate different current responses for each sample at specified voltage values.The graph displays current density in milliamperes per square centimetre on the vertical axis, ranging from 0 to 25, and voltage in volts along the horizontal axis, spanning from 0 to 1. Five different data sets are presented, each marked with distinct symbols, black circles for C Z T S A D C d S, red circles for C Z T S 340 C d S, blue triangles for C Z T S 360 C d S, and magenta inverted triangles for C Z T S 380 C d S. The curves illustrate the current response for the specified samples, detailing how current density varies with voltage, and their trends converge at higher voltage points, indicating variations in performance among the different samples.

Current plotted against voltage provide from simulation for all CZTS thin films when CdS was used as buffer layer

Figure 13.
A graph shows the relationship between current density and voltage for various C Z T S samples. The curves illustrate different current responses for each sample at specified voltage values.The graph displays current density in milliamperes per square centimetre on the vertical axis, ranging from 0 to 25, and voltage in volts along the horizontal axis, spanning from 0 to 1. Five different data sets are presented, each marked with distinct symbols, black circles for C Z T S A D C d S, red circles for C Z T S 340 C d S, blue triangles for C Z T S 360 C d S, and magenta inverted triangles for C Z T S 380 C d S. The curves illustrate the current response for the specified samples, detailing how current density varies with voltage, and their trends converge at higher voltage points, indicating variations in performance among the different samples.

Current plotted against voltage provide from simulation for all CZTS thin films when CdS was used as buffer layer

Close modal
Figure 14.
Graph displaying current in milliampere per square centimetre versus voltage for various C Z T S Z n S samples, with distinct markers indicating sample types.The graph illustrates the relationship between current, measured in milliampere per square centimetre, on the vertical axis and voltage on the horizontal axis. The vertical axis ranges from 0 to 25 milliampere per square centimetre, while the horizontal axis spans from 0 to 1.2 volts. Five different curves represent four types of C Z T S Z n S samples, C Z T S A D Z n S, C Z T S 340 Z n S, C Z T S 360 Z n S, and C Z T S 380 Z n S, with corresponding markers, solid circles, solid red circles, solid blue triangles, and solid magenta inverted triangles. Each curve shows a decreasing trend in current as voltage increases, dominating the upper to lower range of the graph. The legend in the upper right quadrant identifies the samples with clear symbols and colours.

Current plotted against voltage provide from simulation for all CZTS thin films when ZnS was used as buffer layer

Figure 14.
Graph displaying current in milliampere per square centimetre versus voltage for various C Z T S Z n S samples, with distinct markers indicating sample types.The graph illustrates the relationship between current, measured in milliampere per square centimetre, on the vertical axis and voltage on the horizontal axis. The vertical axis ranges from 0 to 25 milliampere per square centimetre, while the horizontal axis spans from 0 to 1.2 volts. Five different curves represent four types of C Z T S Z n S samples, C Z T S A D Z n S, C Z T S 340 Z n S, C Z T S 360 Z n S, and C Z T S 380 Z n S, with corresponding markers, solid circles, solid red circles, solid blue triangles, and solid magenta inverted triangles. Each curve shows a decreasing trend in current as voltage increases, dominating the upper to lower range of the graph. The legend in the upper right quadrant identifies the samples with clear symbols and colours.

Current plotted against voltage provide from simulation for all CZTS thin films when ZnS was used as buffer layer

Close modal
Table 5.

Scaps-1D results ‘efficiency, short-circuit current density, open-circuit voltage, and fill factor’ of all CZTS thin film using two different buffer layers

Buffer layerCZTS-ADCZTS-340CZTS-360CZTS-380
η (%)CdS10.0111.409.992.99
 ZnS8.9110.559.275.67
Jsc (mA/cm−2)CdS19.2823.8819.559.34
 ZnS15.9325.2619.2611.81
Voc (V)CdS0.800.790.880.93
 ZnS0.970.840.981.00
FF (%)CdS64.5159.8857.5734.35
 ZnS57.5649.4949.0347.92
Figure 15.
A graph depicting the efficiency of C d S and Z n S over a temperature range from 280 to 380 degrees Celsius, indicating performance trends.The graph displays the efficiency percentages of cadmium sulfide, C d S, and zinc sulfide, Z n S, as functions of temperature, ranging from 280 degrees Celsius to 380 degrees Celsius. The vertical axis represents efficiency, labelled as a percentage, with values ranging from 2 to 12 percent. The horizontal axis indicates temperature with increments of 20 degrees. Two separate curves are plotted, one for C d S shown with a black dashed line and the other for Z n S represented by a red dashed line, both displaying distinct trends in efficiency. An annotation points to a specific data point labelled C Z T S as deposit. The graph displays a notable drop in efficiency as temperature increases for both materials, with specific efficiency values marked along the curves.

Solar cell efficiency variation with temperatures for two different buffer layers

Figure 15.
A graph depicting the efficiency of C d S and Z n S over a temperature range from 280 to 380 degrees Celsius, indicating performance trends.The graph displays the efficiency percentages of cadmium sulfide, C d S, and zinc sulfide, Z n S, as functions of temperature, ranging from 280 degrees Celsius to 380 degrees Celsius. The vertical axis represents efficiency, labelled as a percentage, with values ranging from 2 to 12 percent. The horizontal axis indicates temperature with increments of 20 degrees. Two separate curves are plotted, one for C d S shown with a black dashed line and the other for Z n S represented by a red dashed line, both displaying distinct trends in efficiency. An annotation points to a specific data point labelled C Z T S as deposit. The graph displays a notable drop in efficiency as temperature increases for both materials, with specific efficiency values marked along the curves.

Solar cell efficiency variation with temperatures for two different buffer layers

Close modal

Figure 16 shows the efficiency of CZTS/ZnS/ZnO based on the composition map determined by the Zn/Sn and Cu/Zn + Sn ratios. The simulated results show that the most efficient performance of 10.55% is achieved with CZTS thin films annealed at 340°C in the low Cu and high Zn region. This result is in good agreement with the experimental one. In a study by Katagiri et al.,54 the influence of composition on the efficiency of CZTS solar cells was investigated by adjusting the molar ratios of Cu/Sn + Zn and Zn/Sn. They found that the highest efficiency was achieved in the Cu-poor and Zn-rich region, near the ratios Cu/Zn + Sn = 0.9 and Zn/Sn = 1.25. The CZTS samples annealed at 340°C and 360°C came to this composition with ratios of Cu/Zn + Sn = 0.67 and Zn/Sn = 1.01 as well as Cu/Zn + Sn = 0.92 and Zn/Sn = 1.14 very close, respectively, which leads to efficiencies of 10.55% and 9.27% when ZnS is used as a buffer layer. Deviations from this optimal configuration resulted in lower efficiency, as shown by the example of CZTS-380, which had the lowest efficiency with Cu/Zn + Sn = 1.65 and Zn/Sn = 3.41 in its composition.

Figure 16.
A graph shows the efficiency of zinc sulfide versus copper, zinc, and tin ratios, with distinct regions indicating various compositions and efficiency values represented by different shapes.The graph illustrates the efficiency of zinc sulfide as a function of the ratios of zinc to tin on the vertical axis, labelled Z n slash S n, ranging from 0.5 to 3.5, and copper to the sum of zinc and tin on the horizontal axis, labelled C u slash Z n plus S n, ranging from 0.2 to 1.8. Four distinct regions are demarcated, indicating varying compositions of copper and zinc, labelled as C u poor Z n rich, C u rich Z n rich, C u rich Z n poor, and C u poor Z n poor. Specific data points marked by different shapes, including stars for an efficiency of 8.91 percent, circles for 10.55 percent, pentagons for 9.27 percent, and squares for 5.67 percent, show different efficiencies for samples labelled C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380. Arrows point towards these samples from their respective positions on the graph, helping to identify the efficiency values and corresponding compositions. The regions are colour coded, with areas of efficiency values represented vividly.

ZnS efficiency plotted against map composition of CZTS annealed at different temperature

Figure 16.
A graph shows the efficiency of zinc sulfide versus copper, zinc, and tin ratios, with distinct regions indicating various compositions and efficiency values represented by different shapes.The graph illustrates the efficiency of zinc sulfide as a function of the ratios of zinc to tin on the vertical axis, labelled Z n slash S n, ranging from 0.5 to 3.5, and copper to the sum of zinc and tin on the horizontal axis, labelled C u slash Z n plus S n, ranging from 0.2 to 1.8. Four distinct regions are demarcated, indicating varying compositions of copper and zinc, labelled as C u poor Z n rich, C u rich Z n rich, C u rich Z n poor, and C u poor Z n poor. Specific data points marked by different shapes, including stars for an efficiency of 8.91 percent, circles for 10.55 percent, pentagons for 9.27 percent, and squares for 5.67 percent, show different efficiencies for samples labelled C Z T S A D, C Z T S 340, C Z T S 360, and C Z T S 380. Arrows point towards these samples from their respective positions on the graph, helping to identify the efficiency values and corresponding compositions. The regions are colour coded, with areas of efficiency values represented vividly.

ZnS efficiency plotted against map composition of CZTS annealed at different temperature

Close modal

We successfully deposited CZTS films at different temperatures on a glass substrate using a low-cost sol-gel spin-coating technique. It is clearly observed that changing the annealing temperature has a significant effect on the physical properties of CZTS thin films. XRD revealed a kesterite structure for all CZTS thin films with a preferential orientation along the (002) plane, and an increase in the crystalline size with annealing temperature was observed. The existence of the CZTS phase observed by XRD was also confirmed by the Raman spectra which showed a peak corresponding to the A1 vibration. The absorption coefficient was estimated from the U-V results and was found at the range of 104 cm−1 in the visible region. The optical bandgap increases from 1.38 to 1.71 eV with the increase annealing temperature due to the changing at the elemental composition. The electrical properties revealed that the CZTS thin films have P-type conductivity, and minimum resistivity was observed for the CZTS-360 of 1.60 × 10−2 Ω cm. In addition, the IV characterization of CZTS deposited on the ITO substrate confirms the formation of a PN junction by indicating rectifying and non-ohmic behavior. Indeed, the data of all CZTS thin films were injected into the simulation program to study the possibility of using these samples as absorbent layers in solar cells (Mo/CZTS/(CdS or ZnS)/ZnO:I). Furthermore, we investigated the performance of non-toxic and abundant solar cells with ZnS as a buffer layer by comparing it with a solar cell where CdS was used as the buffer layer. A promising efficiency was observed for the solar cell (Mo/CZTS/ZnS/ZnO:I) which varied with the annealing temperature of CZTS from 5.67% to 10.55%.

E. El Mahboub: Writing – carried out the experiment (Thesis). S. Zakria: Original draft preparation – analysis and interpretation of data (Thesis). M. Mansori: Visualization, investigation. A. El Hichou: Conception and design of study – reviewing and editing.

Olgar
MA
,
Erkan
S
and
Zan
R
(
2023
)
Dependence of CZTS thin film properties and photovoltaic performance on heating rate and sulfurization time
.
Journal of Alloys and Compounds
963
:
171283
, .
Zakaria
S
,
El Mahboub
E
and
EL Hichou
A
(
2023
)
Physical properties of the low-cost CZTS absorber layer deposited by spin-coating: effect of the copper concentration associated with SCAPS-1D simulation
.
RSC Advances
13
(39)
:
27106
27115
, .
Erkan
S
,
Yagmyrov
A
,
Altuntepe
A
,
Zan
R
and
Olgar
MA
(
2022
)
Integration of single layer graphene into CZTS thin film solar cells
.
Journal of Alloys and Compounds
920
:
166041
, .
Chauhan
P
,
Agarwal
S
,
Srivastava
V
et al.
(
2023
)
Kesterite CZTS based thin film solar cell: Generation, recombination, and performance analysis
.
Journal of Physics and Chemistry of Solids
183
:
111631
, .
Woo
K
,
Kim
Y
,
Yang
W
et al.
(
2013
)
Band-gap-graded Cu2ZnSn(S1−x,Sex)4 solar cells fabricated by an ethanol-based, particulate precursor ink route
.
Scientific Reports
3
:
3069
, .
Wang
W
,
Winkler
MT
,
Gunawan
O
et al.
(
2014
)
Device characteristics of CZTSSe thin-film solar cells with 12.6% efficiency
.
Advanced Energy Materials
4
(7)
:
1
5
, .
Shimamune
Y
,
Jimbo
K
,
Nishida
G
et al.
(
2017
)
Cu2ZnSnS4 formation by co-evaporation and subsequent annealing in S-flux using molecular beam epitaxy system
.
Thin Solid Films
638
:
312
317
, .
Yang
J
,
Xu
J
,
Miao
D
and
Jiang
S
(
2021
)
Compositional, structural, morphological, and optical characterization of magnetron sputtered CZTS thin films from various argon flow rate
.
Physica B: Condensed Matter
623
:
413375
, .
Gansukh
M
,
López Mariño
S
,
Espindola Rodriguez
M
et al.
(
2020
)
Oxide route for production of Cu2ZnSnS4 solar cells by pulsed laser deposition
.
Solar Energy Materials and Solar Cells
215
:
110605
, .
Dridi
S
,
Bitri
N
,
Aubry
E
,
Mahjoubi
S
and
Briois
P
(
2024
)
Comparative study of Cu2XSnS4 (X = Ni, Co, Mn or Fe) films synthesized by spray pyrolysis under air atmosphere, as suitable absorber layers for photovoltaic applications
.
Journal of Alloys and Compounds
976
:
172976
, .
Demir
(
2021
)
The investigation of the corrosion behavior of CZTS thin films prepared via electrodeposition
.
Materials Science in Semiconductor Processing
123
:
105553
, .
Özdal
T
and
Kavak
H
(
2021
)
Single step amperometric growth of CZTS thin film: deposition current and stoichiometry relationship
.
Ceramics International
47
(17)
:
24841
24851
, .
Özdal
T
and
Kavak
H
(
2017
)
Comprehensive analysis of spin coated copper zinc tin sulfide thin film absorbers
.
Journal of Alloys and Compounds
725
:
644
651
, .
Boudaira
R
,
Meglali
O
,
Bouraiou
A
et al.
(
2020
)
Optimization of sulphurization temperature for the production of single-phase CZTS kesterite layers synthesized by electrodeposition
.
Surface Engineering
36
(9)
:
1000
1011
, .
Prabeesh
P
,
Saritha
P
,
Selvam
IP
and
Potty
SN
(
2017
)
Fabrication of CZTS thin films by dip coating technique for solar cell applications
.
Materials Research Bulletin
86
:
295
301
, .
Xu
J
,
Yang
J
,
Jiang
S
and
Shang
S
(
2020
)
Effects of element ratio on robustness of CZTS films: variations in sulfurization temperature
.
Ceramics International
46
(16)
:
25927
25934
, .
Yu
X
,
Ren
A
,
Wang
F
et al.
(
2014
)
Synthesis and characterization of CZTS thin films by sol-gel method without sulfurization
.
International Journal of Photoenergy
2014
:
1
6
, .
Khottummee
N
,
Samphao
T
,
Samapisut
S
,
Aung
S
and
Seetawan
T
(
2018
)
Synthesis and optical properties of porous CZTS films deposited by dip coating technique
.
International Journal of Recent Engineering Research and Development
3
(1)
:
18
24
.
Maeda
K
,
Tanaka
K
,
Nakano
Y
and
Uchiki
H
(
2011
)
Annealing temperature dependence of properties of Cu2ZnSnS4 thin films prepared by sol–gel sulfurization method
.
Japanese Journal of Applied Physics
50
(5S2)
:
05FB08
, .
Park
H
,
Hwang
YH
and
Bae
B-S
(
2013
)
Sol–gel processed Cu2ZnSnS4 thin films for a photovoltaic absorber layer without sulfurization
.
Journal of Sol-Gel Science and Technology
65
(1)
:
23
27
, .
Benachour
MC
,
Bensaha
R
and
Moreno
R
(
2019
)
Annealing duration influence on dip-coated CZTS thin films properties obtained by sol-gel method
.
Optik (Stuttg)
187
:
1
8
, .
Burgelman
M
,
Verschraegen
J
,
Degrave
S
and
Nollet
P
(
2004
)
Modeling thin-film PV devices
.
Progress in Photovoltaics: Research and Applications
12
(2–3)
:
143
153
, .
Sherrer
P
(
1918
)
Determination of the size and internal structure of colloidal particles using X rays
.
Nachrichten von der Gesellschaft der Wissenschaften zu Göttingen
394
:
98
100
.
Revathi
N
,
Prathap
P
,
Miles
RW
and
Ramakrishna Reddy
KT
(
2010
)
Annealing effect on the physical properties of evaporated In 2S3 films
.
Solar Energy Materials and Solar Cells
94
(9)
:
1487
1491
, .
Özdal
T
and
Kavak
H
(
2018
)
Determination of crystallization threshold temperature for sol-gel spin coated Cu2ZnSnS4 thin films
.
Ceramics International
44
(15)
:
18928
18934
, .
Hong
S
(
2024
)
Investigation of gradient band gap in Cu2ZnSnS4 thin films with residual strain
.
Current Applied Physics
58
:
65
73
, .
Park
SN
,
Sung
SJ
,
Son
DH
et al.
(
2014
)
Solution-processed Cu2ZnSnS4 absorbers prepared by appropriate inclusion and removal of thiourea for thin film solar cells
.
RSC Advances
4
(18)
:
9118
9125
, .
Chen
S
,
Wang
LW
,
Walsh
A
,
Gong
XG
and
Wei
SH
(
2012
)
Abundance of CuZn+ SnZn and 2CuZn +Sn Zn defect clusters in kesterite solar cells
.
Applied Physics Letters
101
(22)
:
1
5
, .
Jeganath
K
,
George
SD
,
Murari
MS
and
Raviprakash
Y
(
2021
)
Effect of sulfurization temperature on Cu-Zn disorder for non-stoichiometric spray pyrolyzed Cu2ZnSnS4 thin films
.
Materials Letters
300
:
130168
, .
Khelfane
A
,
Ziane
MI
,
Tablaoui
M
et al.
(
2023
)
Composition dependence of the optical band gap and the secondary phases via zinc content in CZTS material
.
Inorganic Chemistry Communications
151
:
110639
, .
Elmahboub
E
,
Hichou
AE
and
Mansori
M
(
2022
)
The nontoxic and the low-cost solution-processed CZTS absorber layer for solar photovoltaic application: effect of solvent on physical properties
.
Physica Status Solidi
219
(10)
:
2100882
.
Seboui
Z
,
Cuminal
Y
and
Kamoun-Turki
N
(
2013
)
Physical properties of Cu2ZnSnS4 thin films deposited by spray pyrolysis technique
.
Journal of Renewable and Sustainable Energy
5
(2)
:
023113
, .
Sánchez
TG
,
Mathew
X
and
Mathews
NR
(
2016
)
Obtaining phase-pure CZTS thin films by annealing vacuum evaporated CuS/SnS/ZnS stack
.
Journal of Crystal Growth
445
:
15
23
, .
Feng
J
,
Huang
X
,
Chen
W
et al.
(
2016
)
Fabrication and characterization of Cu2ZnSnS4 thin films for photovoltaic application by low-cost single target sputtering process
.
Vacuum
126
:
84
90
, .
Larramona
G
,
Bourdais
S
,
Jacob
A
et al.
(
2014
)
8.6% Efficient CZTSSe solar cells sprayed from water-ethanol CZTS colloidal solutions
.
Journal of Physical Chemistry Letters
5
(21)
:
3763
3767
, .
Seol
J
,
Lee
S
,
Lee
J
,
Nam
H
and
Kim
K
(
2003
)
Electrical and optical properties of CuZnSnS thin films prepared by rf magnetron sputtering process
.
Solar Energy Materials and Solar Cells
75
(1–2)
:
155
162
, .
Chen
S
,
Wang
L-W
,
Walsh
A
,
Gong
XG
and
Wei
S-H
(
2012
)
Abundance of Cu Zn + Sn Zn and 2Cu Zn + Sn Zn defect clusters in kesterite solar cells
.
Applied Physics Letters
101
(22)
:
223901
, .
Ziti
A
,
Hartiti
B
,
Labrim
H
et al.
(
2019
)
Study of kesterite CZTS thin films deposited by spin coating technique for photovoltaic applications
.
Superlattices Microstruct
127
:
191
200
, .
Patel
M
,
Mukhopadhyay
I
and
Ray
A
(
2012
)
Structural, optical and electrical properties of spray-deposited CZTS thin films under a non-equilibrium growth condition
.
Journal of Physics D: Applied Physics
45
(44)
:
445103
, .
Diwate
K
,
Mohite
K
,
Shinde
M
et al.
(
2017
)
Synthesis and characterization of chemical spray pyrolysed CZTS thin films for solar cell applications
.
Energy Procedia
110
:
180
187
, .
Vikas
LS
,
Sanal
KC
,
Jayaraj
MK
,
Antony
A
and
Puigdollers
J
(
2014
)
Vertically aligned ZnO nanorod array/CuO heterojunction for UV detector application
.
Physica Status Solidi (A)
211
(11)
:
2493
2498
, .
Covei
M
,
Perniu
D
,
Bogatu
C
and
Duta
A
(
2019
)
CZTS-TiO2 thin film heterostructures for advanced photocatalytic wastewater treatment
.
Catalysis Today
321–322
:
172
177
, .
Gunavathy
KV
,
Tamilarasan
K
,
Rangasami
C
and
Arulanantham
AMS
(
2020
)
Investigations on copper zinc tin sulfide thin films grown through nebulizer assisted spray pyrolysis technique
.
International Journal of Energy Research
44
(9)
:
7371
7385
, .
Khemiri
N
,
Aousgi
F
and
Kanzari
M
(
2017
)
Tunable optical and structural properties of Zn(S,O) thin films as Cd-free buffer layer in solar cells
.
Materials Letters
199
:
1
4
, .
Gour
KS
,
Parmar
R
,
Kumar
R
and
Singh
VN
(
2020
)
Cd-Free Zn(O,S) as alternative buffer layer for chalcogenide and kesterite based thin films solar cells: a review
.
Journal of Nanoscience and Nanotechnology
20
(6)
:
3622
3635
, .
Abdolahzadeh Ziabari
A
,
Mohabbati Zindanlou
N
,
Hassanzadeh
J
,
Golshahi
S
and
Bagheri Khatibani
A
(
2020
)
Fabrication and study of single-phase high-hole-mobility CZTS thin films for PV solar cell applications: influence of stabilizer and thickness
.
Journal of Alloys and Compounds
842
:
155741
, .
Tousif
MN
,
Mohamma
S
,
Ferdous
AA
and
Hoque
MA
(
2018
)
Investigation of different materials as buffer layer in CZTS solar cells using SCAPS
.
Journal of Clean Energy Technologies
6
(4)
:
293
296
, .
Jhuma
FA
,
Shaily
MZ
and
Rashid
MJ
(
2019
)
Towards high-efficiency CZTS solar cell through buffer layer optimization
.
Materials for Renewable and Sustainable Energy
8
(1)
:
1
7
, .
Agawane
GL
,
Kamble
AS
,
Vanalakar
SA
et al.
(
2015
)
Fabrication of 3.01% power conversion efficient high-quality CZTS thin film solar cells by a green and simple sol-gel technique
.
Materials Letters
158
:
58
61
, .
Ferdaous
MT
,
Shahahmadi
SA
,
Chelvanathan
P
et al.
(
2019
)
Elucidating the role of interfacial MoS2 layer in Cu2ZnSnS4 thin film solar cells by numerical analysis
.
Solar Energy
178
:
162
172
, .
Wang
K
,
Gunawan
O
,
Todorov
T
et al.
(
2010
)
Thermally evaporated Cu2ZnSnS4 solar cells
.
Applied Physics Letters
97
(14)
:
8
11
, .
Wang
W
,
Chen
G
,
Cai
H
et al.
(
2018
)
The effects of SnS2 secondary phases on Cu2ZnSnS4 solar cells: a promising mechanical exfoliation method for its removal
.
Journal of Materials Chemistry A
6
(7)
:
2995
3004
, .
Yan
C
,
Huang
J
,
Sun
K
et al.
(
2018
)
Cu2ZnSnS4 solar cells with over 10% power conversion efficiency enabled by heterojunction heat treatment
.
Nature Energy
3
(9)
:
764
772
, .
Katagiri
H
,
Jimbo
K
,
Tahara
M
,
Araki
H
and
Oishi
K
(
2009
)
The influence of the composition ratio on CZTS-based thin film solar cells
.
MRS Proceedings
1165
:
1165-M04-01
, .
Jhuma
FA
and
Rashid
MJ
(
2020
)
Simulation study to find suitable dopants of CdS buffer layer for CZTS solar cell
.
Journal of Theoretical and Applied Physics
14
(1)
:
75
84
, .
Sharbati
S
,
Norouzzadeh
E
and
Mohammadi
S
(
2018
)
A simulation study to improve the efficiency of ZnO1−xSx/Cu2ZnSn (Sy, Se1−y)4 solar cells by composition-ratio control
.
Optical Materials
78
:
259
265
, .
Licensed re-use rights only

or Create an Account

Close Modal
Close Modal