Microsoft Word - ETASR_V13_N4_pp11432-11436 Engineering, Technology & Applied Science Research Vol. 13, No. 4, 2022, 11432-11436 11432 www.etasr.com Najim: Synthesis and Electrical Behavior of Sodium Doped Monoclinic SrSiO3 Synthesis and Electrical Behavior of Sodium Doped Monoclinic SrSiO3 Mohd Najim Department of Electrical and Electronic Engineering, College of Engineering, University of Jeddah, Saudi Arabia mngalib@uj.edu.sa (corresponding author) Received: 5 April 2023 | Revised: 11 June 2023 | Accepted: 26 June 2023 Licensed under a CC-BY 4.0 license | Copyright (c) by the authors | DOI: https://doi.org/10.48084/etasr.5893 ABSTRACT The operating temperature of solid oxide fuel cells, oxygen division membranes, and oxygen sensors is determined by oxide-ion electrolytes. There is a strong incentive to reduce the operating temperature in solid oxide fuel cells, from 800°C to 500°C. The use of low-cost Na+ instead of K+ as dopant in monoclinic SrSiO3 offers a wider solid solution range (0.140, due to a disorder imposed on the parent SrSiO3 [16]. The disorder in Na doping into SrSiO3 may be due to stress and vacancy formation. In Sr0.55Na0.45SiO3, the monoclinic phase formation is controlled by both the SiO2 layers and the amorphous SiO2 matrix, as opposed to SrSiO3 where only the SiO2 layers regulate the monoclinic phase growth [16]. EDX was used to examine the formulations of the Sr1-xAxSiO3-δ (A = Na). Figure 2 shows SEM micrographs and Figure 3 shows the EDX profile of Sr0.55Na0.45SiO3-δ. Fig. 1. XRD pattern of SrSiO3 (with structure) and Sr55Na0.45SiO3-δ. Fig. 2. FE-SEM image of Sr0.55Na0.45SiO3−δ. Fig. 3. EDX plot of Sr0.55Na0.45SiO3−δ. Engineering, Technology & Applied Science Research Vol. 13, No. 4, 2022, 11432-11436 11434 www.etasr.com Najim: Synthesis and Electrical Behavior of Sodium Doped Monoclinic SrSiO3 The SEM analysis demonstrated the dense structure of the grains that ranged in size from 5 to 10 μm. On the other hand, the grains were in good contact due to the well-sintered pellets. The EDX analysis, shown in Figure 3, confirms the composition and superficial homogeneity (on the surface, not deep) of the material. The Archimedean principle produced pellets with a density of 97% of the theoretical density of the substance in water. It is difficult to estimate the oxide ion conductivity of the undoped sample, as SrSiO3 is an electrical insulator within the measured temperature range and the conductivity is not due to the doped SrSiO3 but due to the Na- rich phase (Na2Si2O5). Figure 4 shows the complex impedance spectra of Sr0.55Na0.45SiO3-δ at various temperatures. The bulk and grain boundary response was reflected in an apparent semicircle at high frequencies, while the electrode response was reflected in an apparent semicircular with a spike at low frequencies [17-18]. Total conductivity and not individual responses can be measured from bulk and grain boundaries if there are no clearly defined high-frequency semicircles [19]. Due to the high density of the pellet, the lack of a semicircle at high frequencies suggests that the contribution of the relative grain boundary to the resistance is almost minimal at high temperatures, as shown in Figure 4 [20-21]. The intercept of the low-frequency semicircle or the spike on the real (Z′) axis is used to represent the bulk crystal conductivity in the spectrum in the non-appearance of a high-frequency semicircle [22]. The investigated system Sr1-xNaxSiO3-δ, for x = 0.45, achieved conductivity σ ≥ 10-2 Scm-1 at a lower temperature than Sr1-xKxSi1-yGeyO3-δ by shifting a smooth variation in activation energy centered at 550°C in Sr0.8K0.2Si0.5Ge0.5O3-δ to a slightly lower temperature [22]. The potential for protonic conduction was expected in the investigated electrolytes due to the existence of absorbed water or hydroxide content, which was revealed by TGA measurement [16]. Figure 5 shows the TGA plots of Sr0.55Na0.45SiO3-δ. Sr0.55Na0.45SiO3-δ had a negligible weight decrease at 400°C, possibly due to the vaporization of the adsorbed water. Fig. 4. Impedance plot of Sr0.55Na0.45SiO3-δ at 500 (with electrical circuit) and 700°C. The lack of weight loss at high temperatures (~ 400°C) due to the loss of lattice oxygen may be responsible for the improved electrical conductivity. Ions from absorbed water strongly approve the absence of any protonic conductivity at 400°C in the sample. However, it was unclear whether oxygen vacancies existed in the lattice or whether the sample Sr0.55Na0.45SiO3-δ produced oxygen interstitials since there was little or no water adsorption. Glass transition and glass melting features are absent in SrSiO3 and glassy phase formation in Na- doped SrSiO3. When it formed, other phases such as Sr2SiO4 and SiO2 were always present, proving that it is impossible to create pure oxygen-stoichiometric SrSiO3 in a single monoclinic phase [23]. The overall conductivity of the system can be calculated as the sum of Na+ conduction in the glassy phases in the strontium sodium silicate. It is impossible to say whether the Sr0.55Na0.45SiO3-δ or glass contributes more to conduction in the sample. Separation of two contributions is not possible in impedance diagrams because only one semicircle is present, and an additional investigation using different methods would be necessary to clarify this characteristic. Table I shows the conductivity and activation energy of similar studies [23-25]. Fig. 5. TGA plot of Sr0.55Na0.45SiO3−δ. TABLE I. COMPARATIVE STUDY OF CONDUCTIVITY AND ACTIVATION ENERGY Sample σ Scm -1 at 700C Activation energy (Ea) in eV SrSiO3 1.5 × 10 -3 0.35 Sr0.6Na0.4SiO3 (1.4-6.3) × 10 -3 (0.16-0.49) La0.9Ba0.1InO3 3.0 × 10 -3 0.88 La0.9Ca0.1InO3 1.6 × 10 -3 0.81 Figures 6 and 7 show the variation of conductivity with temperature, indicating its dependence. Conductivity increases as temperature rises, showing that the movement of oxygen ion vacancies is speeding up [26-28]. The following equation was used to determine conductivity: � = � �� (2) where t is thickness, A is the area, and R is the resistance of the pellet. As can be observed, the experimental data and the recorded temperatures are nicely matched by a straight line [27-29], implying that the Arrhenius formula can be used to express conductivity: � = (��/�) �� (−!�/"#�) (3) where Ea is the activation energy, kB is Boltzmann's constant, and σ0 is the pre-exponential factor. Comparing the results of this study with [30], the observed conductivity is lower in this study. The same disparity was found in [31-33]. Sr0.55Na0.45SiO3 has an activation energy of Engineering, Technology & Applied Science Research Vol. 13, No. 4, 2022, 11432-11436 11435 www.etasr.com Najim: Synthesis and Electrical Behavior of Sodium Doped Monoclinic SrSiO3 0.39 eV and its conductivity at 700C is higher (1.73×10-2 Scm- 1) than that of other solid electrolytes such as La0.9Sr0.1In0.8Mg0.2O3 (10 -3 Scm-1), La0.9K0.1Ga0.9Mg0.1O3 (7.65×10-3 Scm-1), and La0.9Ca0.1InO3 (1.6×10 -3 Scm-1) [34-38]. Finally, it can be concluded that Sr0.55Na0.45SiO3 is a low-cost, rare-earth-free composite system, with a Na-rich amorphous phase (Na2Si2O5) in the grain and Na-SrSiO3 along the grain borders. Fig. 6. Arrhenius plot for Sr55Na0.45SiO3-δ conductivity. Fig. 7. Conductivity variation of Sr0.55Na0.45SiO3-δ with temperature. IV. CONCLUSION In this study, SrSiO3 and Sr0.55Na0.45SiO3 were produced using solid-state processes. SrSiO3 acts as an insulator over the temperature range studied, and Sr0.55Na0.45SiO3 has strong ionic conductivity. XRD and SEM studies revealed that there are two phases in Sr0.55Na0.45SiO3: intragrain SrSiO3 and intergrain Na2Si2O5. TGA indicated that glass transition and glass melting features were absent in SrSiO3 and glassy phase formation in Na-doped SrSiO3. FE-SEM confirmed the presence of Na2Si2O5, which is the main cause of the improved electric characteristics of Sr0.55Na0.45SiO3. 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