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a Scanning electron microscope image of LaFeO3 nanoparticles. b Scanning electron microscope image of LaFeO3-rGO nanocomposite. c, d EDX analysis of LaFeO3 nanoparticles and LaFeO3-rGO nanocomposite

a Scanning electron microscope image of LaFeO3 nanoparticles. b Scanning electron microscope image of LaFeO3-rGO nanocomposite. c, d EDX analysis of LaFeO3 nanoparticles and LaFeO3-rGO nanocomposite

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Perovskite-graphene nanocomposites of rare-earth LaFeO3-rGO and LaFeO3 nanoparticles are synthesized and characterized. The preparation was done by citrate sol-gel method. The structural characterization has been performed using XRD and FT-IR. Scanning electron microscope (SEM) and atomic force microscope (AFM) were used to analyze the morphology o...

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... The environmental and energy challenges the world faces over these decades are found to be huge with remarkably few available strategies of solution. These challenges have led to the growing market demands on modern photonic metal and metal oxide perovskites, silica-based, carbon-based materials, and polymer-based nanomaterials, with the capability for miniaturization, higher efficiency, optical and electrical tunable controllable properties, pollution removal capacity, and stable performance [1]. The scientific and engineering communities have taken a remarkable and commendable approach to mitigating these challenges through the design, development, and application of novel nanomaterials. ...
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... The cubic unit cell parameter a and the crystal size of nanoparticles are calculated using equation (2) and equation (3), using XRD diffraction patterns results, respectively. Equation (3) is Williamson-Hall equation [56][57][58], which is used to calculate crystalline size and average lattice strain. where W is the full-width half maximum of the XRD peaks, λ is the wavelength of the used x-ray radiation (λ Cu = 1.54056 ...
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... However, this metal is expensive and difficult to adhere to a silicone layer (Singh and Prajapati 2020). Graphene has been introduced as a new optical material to overcome the limitations of other materials (Fu et al. 2016;Abdel-Aal and Abdel-Rahman 2020). This material has a hexagonal lattice structure which is mechanically firm (Kravets et al. 2014). ...
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... Moreover, d* denotes the lattice-plane spacing for the reciprocal cell and β* represents the integral breadth of the reciprocal lattice point. The magnitude of D is directly indicating the nanoparticle strain [26,27]. ...
... In comparison, the data are estimated by two techniques, a difference is seen between the crystal sizes [27]. The large value of D estimated using the Halder-Wagner method may be attributed to large lattice strains [26]. In both cases, after irradiation and addition of surfactant, the particle size is reduced. ...
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... Based on the x equation, strain is obtained from the slope of the cos − 4 sin graph (Fig. 3), while crystal size is calculated from the Y-intercept [27]. The crystal size obtained from the W-H plots increased with the sample order as the calcination temperature increased in the range of 17.48-34.41 ...
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... To produce a physical specimen that is broadening-free, all effects, especially instrumental ones, must be removed. It is worthwhile to study the applicability of preset peak-shape functions in the size-strain analysis because of the great interest there is in accurately modelling peak broadening in the [11][12][13] analysis in terms of physical (size and strain) parameters [14][15][16]. Moreover, the results obtained by the integral-breadth and/or Warren-Averbach analyses were usually not comparable. ...
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... where λ is the X-ray diffraction wavelength (1.5406 Å), θ is the Bragg angle, k is the Scherrer constant and β is the full width at high maximum of the diffraction peak (FWHM) diffraction peak intensity. In addition, the dislocation density (δ s ) and the strain (ε s ) were calculated by the following equations [27,28]: Table 1 summarizes the obtained values of the crystallite size (D s ), the dislocation density (δ s ) and the strain (ε s ) of the CZTS:Na deposited on glass substrates heated to a temperature of 100 °C and annealed in sulfur atmosphere at 400 °C. The prepared sodium-doped CZTS films show an increase in crystallite size (D s ), which was caused by the diffusion of larger radius sodium cations [29]. ...
... The crystallite size can also be estimated from the Williamson-Hall equation [27,32,33]: Table 1 The estimated values of crystallite size (D) and microstrain by different methods, of undoped and Na-doped CZTS thin films grown on substrates heated to 100 °C and annealed in sulfur atmosphere at 400 °C ...
... Another method we have used to estimate average crystallite size D H and the strain value ε H from the XRD data: Halder-Wagner Method [27,[32][33][34][35]. According to this method, the relationship between FWHM, average crystallite size and lattice strain is given by the following formula: ...
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Non-doped and sodium-doped Cu2ZnSnS4 (CZTS) thin films deposited on heated glass substrates at 100 °C have been successfully fabricated by the thermal evaporation technique, after what all layers were annealed under sulfur atmosphere at 400 °C. The structural properties of all layers were analyzed using X-ray diffraction and Raman spectroscopy methods. These analysis reveals a polycrystalline with kesterite structure and preferential orientation along the (112) plane for all samples. The surface morphology of all samples was investigated using atomic force microscopy (AFM). The obtained topographies show an improvement of the crystalline quality of post-sulfurized Na-doped CZTS films. Further, the optical measurement recorded by UV–Vis spectroscopy reveals that the direct band gap energy of post-sulfurized Na-doped CZTS films were in the range of 1.56 eV and 1.61 eV. Electrically, all films show p-type electrical conductivity, measured by the hot probe method. In addition, Hall Effect measurements show that Na-doped CZTS thin films exhibit lower resistivity and mobility, as well as higher carrier concentration, than Non-doped films. We can conclude that doping CZTS with Na makes it a better photovoltaic material, and that it is suitable as an absorber layer.
... The bending in the Fe-O-Fe bond has been observed in the VESTA image. The typical crystallite size of the materials can be estimated using Debye-Scherrer's equation [10][11][12] i.e., as = 0.9 ∕Dcos . However, in order to have better knowledge of the crystalline size and strain we have plotted Williamson-Hall's (W-H) plots for our material. ...
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In the present article, we report the magnetic, dielectric, and structural properties of the perovskite Bi0.5La0.5Fe0.4Al0.1Mn0.5O3. The structural analysis shows that this system crystallizes in a disordered orthorhombic phase with the space group Pnma. We found two consecutive magnetic transitions at 42 K and 147 K which have been suggested to be associated with the spin-glass and long-range ordering transitions, respectively. Further, temperature-dependent Raman spectra shows that this system has a spin-phonon coupling. Moreover, the dielectric measurement suggests that this system has a large dielectric constant at ambient temperature. Additionally, the dielectric spectrum suggests an unusual frequency-dependent step-like trend and the presence of weak relaxor ferroelectricity in the system. Thus, the presence of such multiple interesting characteristics suggests that Bi0.5La0.5Fe0.4Al0.1Mn0.5O3 can be used as spintronic devices and high dielectric applications.