Computational determination of the physical-thermoelectric parameters of tin-based organomatallic halide perovskites (CH3NH3SnX3, X = Br and I): Emerging materials for optoelectronic devices
Graphical abstract
Sn-based hybrid organic inorganic perovskites have been extensively studied, because of their novel properties and their applications in electronic, photovoltaic and thermoelectric devices. Here, we discuss results from ab initio calculations for CH3NH3SnI3 and CH3NH3SnBr3 and showing how theory can aid and improve comprehension of the structural, electronic, optical and thermoelectric properties of these systems.
Introduction
Recently [[1], [2], [3]], organometallic halide perovskites have been used for high-performance photovoltaic (PV) devices application and in these references have been discussed about the lead iodide based hybrid perovskites emerged as light harvesters for mesoscopic hetero-junction solar cells. The efficiency of power conversion (PCE) of these solar cells is about 23% comparable to that of the commercial silicon solar cells. On the grounds that low processing outlay and highly bountiful raw materials perovskite solar cells are commercially attractive option. This exceptional performance of perovskites based solar cell is mainly because of the extraordinary semiconducting property and comprises earth-abundant elements [4,5]. Due to relatively long carrier diffusion length, tunable band gap, ambipolar transport, high charge carrier mobility and simple methods of fabrication, concentrated the researcher around hybrid organic-inorganic perovskites (HOIPs) as an auspicious candidate for thermoelectric and optoelectronic applications [[6], [7], [8], [9], [10]]. Suitable band gap and proper band alignment enable of these perovskites as a strong light absorber across IR to UV solar spectrum. Their band gap and proper band positioning enable strong light absorption across most of the solar spectrum [11]. Perovskite are expressed by the structure of empirical formula ABX3 [12]; where B is a cation of +4 valence, X is an oxygen or halides and A has to be a cation of +2 valence (to achieve charge neutrality). In the present case, HOIP based on metal halides, espouses the similar structure as oxide based perovskites with B cation as Sn2+, X as Br1− and I1− and the A cation as methyl ammonium (MA or CH3NH3). Although methyl ammonium lead iodide, (CH3NH3PbI3) has proven to be an effective active layer material [13], there remains a major toxicity concern associated with lead that has potential to wreak harm upon both the environment and human body [14]. In addition to that CH3NH3PbI3 is relatively not so long-lasting, because CH3NH3PbI3 at high temperatures decomposes into solid (PbI2) and two gases CH3NH3 and HI. In order to swamp these complications, it is necessary to find a substitute of lead which maintains the same power conversion efficiencies (PCE) as previously discusses lead based solar cells. There are many options to replace lead with metal or nontoxic materials (i.e. Sn+2 and Ge+2), among these Sn looks more auspicious candidate, possess narrowed optical band gap and high optical absorption coefficients; because Sn 5p orbital is less dispersive than Pb 6p orbital [15,16]. As regarded to effective mass of charge carriers, tin based perovskites has lower effective mass than that of lead based, consequently tin based perovskites exhibit higher charge carrier mobility [17].
Bernal et al [18], have used hybrid potentials (HSE06) for the band gap calculation, and also discussed that the position and orientation of organic cation (MA+or CH3NH3+) have no direct consequence on the valence band and conduction band formation. Moreover organic cation (MA) supplies single electron to neutralize the structure in MASnI3 and MASnBr3 perovskite structure. Ma et al [19] discussed that long diffusion length of electron and hole in the MASnI3 based thin film, and the effect of doping of SnF2 increases the fluorescence life time; which is much greater than the lead based HOIP solar cells. Mao et al [20] have discussed about the stability of perovskites based solar cell in moisture after the doping of chalcogen element like Oxygen, Sulphur or other group XVI elements along with halogen in the BX6 octahedrons and also concluded that moisture have prevented by chalcogens. Hoye et al [21] have been prepared experimentally methyl ammonium bismuth iodide by solution processing and vapor assisted techniques. They have observed to be a suitable absorber layer, reduce the recombination time of charge carriers and have been stable in humid air environment unlike PbI2 in case of lead based perovskites. The phase transformation is the essential property of HOIPs, similar to MAPbI3, MASnI3 and MASnBr3 also exhibit a opulent phase transition as a function of temperature. Takahashi [22] has discussed that MASnI3 changes its phase from cubic (space group-Pm-3m) to tetragonal (space group -P4/mmm) and then orthorhombic (space group -Pna21) by decreasing the temperature from 275K to 50 K. Huang et al [23] have prepared MASnI3 single crystal using cooling crystallization method and evaluated crystal parameter and optical band gap. They have reported that MASnI3 crystal is chemically unstable in air due to formation of SnI4 and SnO, a limitation for its use in photoelectric fields. Zhao et al [24] have been investigated the fundamental properties of germanium based halide perovskite and studied the effect of replacement of I by Cl in the halide part by using first-principles calculations with HSE06 potential. They have shown that by increasing the doping ratio of chlorine atom, the optical and transport properties significantly improved. Qian et al [25] have also been studied a number of halide perovskites using DFT calculations, together with Shockley-Queisser Maximum Solar Cell Efficiency (S-Q) and Spectroscopic Limited Maximum Efficiency (SLME) mathematical models and shows that in germanium based perovskites have high absorption coefficient around the solar spectrum and in addition to that the electron and hole effective mass is also appropriate for germanium comparison to lead and tin based perovskites. Motivated from the above research on lead-free organic halide perovskites, we have studied the fundamental properties of MASnI3 and MASnBr3 perovskites by ab-initio calculations. The framework of the paper is as follows, in 2nd section a succinct analysis of the used computational strategy and description of the material used has been given. In section 3rd detailed analysis of structural, electronics, optical and thermoelectric properties are discussed; while in last 4th section conclusion of complete work and future aspects of proposed work have been discussed.
Section snippets
Computational methods
The structure optimization, study of band structure, band gap and optical properties for cubic CH3NH3SnI3 and CH3NH3SnBr3 have been performed using full potential linearized augmented plane wave (FP-LAPW) method [26] in the theoretical account of DFT as implemented in the Wien2k package [27]. The generalized gradient approximation (GGA) parameterized by Perdew, Burke and Ernzerhof (PBE) [28] has been adopted as the exchange-correlation function to calculate lattice parameter and total energy.
Structural properties
The determination of material structure parameter is required to know the materials structural behavior with respect to temperature and pressure variation. We can estimate the lattice constant by volume optimization, in this approach by varying unit cell volume and plotted it against corresponding energy per unit cell by using the Birch-Murnaghan's equation of state [37]. In this procedure, the total energy change was set to 10−5 eV/atom and minimize of Feynman–Hellmann forces are prearranged
Summary and conclusions
In this paper, we have performed first principle calculation based on density functional theory (DFT) using modified Beack-Johnson exchange correlation potential with GGA-PBE approximations and the lattice parameter, band gap, nature of band gap, dielectric constant, absorption coefficient and other thermoelectric coefficient (i.e. thermo power, electric and thermal conductivity and power factor) for CH3NH3SnI3 and CH3NH3SnBr3 have been calculated. The lattice parameter by PBE-GGA and band gap
CRediT authorship contribution statement
Akash Shukla: Conceptualization, Methodology, Investigation. Vipan Kumar Sharma: Visualization. Saral Kumar Gupta: Data curation. Ajay Singh Verma: Supervision, Validation, Writing - review & editing.
Declaration of competing interest
The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
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