The Solid State Energy Group at IIT Gandhinagar is a solid-state chemistry research group dedicated to developing functional inorganic materials for sustainable energy conversion and storage technologies. Our research focuses on the design, synthesis, and comprehensive characterization of technologically important inorganic solids, particularly metal chalcogenides, metal oxychalcogenides, metal silicides, high-entropy materials, and topological quantum materials (TQMs), using both conventional solid-state and solution-based synthetic approaches. We develop next-generation materials for a broad range of energy conversion applications, including heterogeneous catalysis, electrocatalysis, photocatalysis, photoelectrocatalysis, magnetoelectrocatalysis, and thermoelectric energy conversion. To enable the rational design of high-performance materials, we seek to establish fundamental structure–property–activity relationships and unravel the underlying reaction mechanisms using advanced experimental techniques, including in situ, operando, and synchrotron-based characterization. By integrating fundamental science with application-driven materials research, we aim to address critical challenges in clean energy and contribute to the development of sustainable technologies for a net-zero future.
Topological quantum materials (TQMs), characterized by their nontrivial electronic band structure, represent a paradigm shift in our understanding of electronic structure, and band topology and reshaping modern condensed matter physics and solid-state chemistry. TQMs are rapidly emerging as promising candidates for next-generation sustainable energy conversion technologies. Their nontrivial band topology and symmetry-protected surface or interface states give rise to electronic and transport properties that are fundamentally distinct from those of conventional materials and have positioned TQMs at the forefront of research in electronics, spintronics, and optoelectronics. More recently, the discovery of diverse classes of TQMs with unconventional electronic structures and properties has attracted significant interest from the chemistry and materials communities, particularly for their potential roles in sustainable energy technologies. In our group, we explore diffrenet TQMs for emerging applications including thermoelectrics, hydrogen evolution reaction (HER), oxygen evolution reaction (OER), CO2 reduction reaction (CO2RR), and chiral catalysis (S. Dey, T. Ghosh, M. Samanta.* Small, 2026, e14986, https://doi.org/10.1002/smll.202514986).
Topological Quantum Materials (TQM) with robust surface states and high carrier mobility offer an excellent podium to design high performance catalysts. The advantage of TQM lies in their robust topologically non-trivial surface states (TSS), which can withstand surface modifications such as defects and even slight oxidation. In addition to that, topological electrons on the TSS exhibit high carrier mobility. TQM with robust surface states and high carrier mobility are expected to facilitate charge transfer between the catalyst and the adsorbate. Moreover, the band topology in TQM, e.g. through band inversion, can lead to a high density of states (DOS) of metal-d band near the Fermi energy, conducive to increased catalytic activity. Indeed, Weyl semimetals with TSS show high catalytic activity towards HER (M. Samanta* et al., Adv. Energy Mater. 2023, 13, 2300503). This indicates potential implications of TQM in catalysis and can act as a guidance of finding high-performance catalysts over conventional, i.e. topologically trivial catalysts. In our group, we are currently exploring following research areas:
• Correlation of Topological Surface States with Catalysis (HER, OER, CO2RR)
• Topological Nanomaterials for Catalysis
• TQM/COF Hybrid Materials for Photocatalysis
• Chiral Topological Materials as Spin Polarized Catalysts
Thermoelectrics (TE), “magic materials” which can convert the waste heat into electricity based on “Seebeck Effect”, hence provide total-package solution to mitigate environmental crisis and global energy dilemma. Hence, TE is foreseen as a potential front-runner for future energy management. TE figure of merit, zT=σS^2 T/κ estimates the performance of a TE materials (Science 2021, 371, 722-727). Numerator of the equation is governed by electronic transport properties (electrical conductivity and Seebeck coefficient, S) of materials. Denominator of zT is dictated by the phonon transport of the materials (total thermal conductivity, κ). In crystalline solids, heat is generally carried by either charge carriers (electronic thermal conductivity, κel) ) or lattice vibrations (lattice thermal conductivity, κlat), commonly known as phonons. Main challenge to improve zT is the intertwined correlation between the TE parameters (S, σ and ) by the Wiedemann-Franz law ( where L is the temperature-dependent Lorentz number), imposing a fundamental limitation on the maximum attainable zT for a given material. However, κlat is the only thermoelectric parameter which can be independently tuned without affecting the other parameters, thereof the parameter of interest in our studies.
Topological quantum materials, TQM with unique/layered crystal structures offer excellent podium to explore and design high-performance thermoeletric materials (M. Samanta et al., J. Am. Chem. Soc., 2018, 140, 5866; M. Samanta et al., Angew. Chemie. Int. Ed., 2020, 59, 4822; M. Samanta et al., Chem. Mater. 2020, 32, 8819). Underlying reason for TQM being a source of potential candidates for TE is ascribed to the fact that both TQM and TE materials demand similar material features such as the presence of heavy constituent elements, narrow band gap and strong SOC (J. Solid State Chem., 2019, 275, 103-123). Exceptional electronic properties such as high carrier mobility and unique band structure of TQM make them appealing for thermoelectric applications. In our group, we explore TQM with unique crystal structures which hosts high degree of lattice anharmonicity and/or bonding hierarchy; might exhibit low κlat and can serve as excellent candidates for thermoelectrics.
Binary/multinary homologous series based on heavy-metal chalcogenides such as (M2)m(M2X3)n (M = V, X = VI elements) , and (AX)m(M2X3)n (A = IV, M = V, X = VI elements, m and n are integers) provide excellent platform for predicting new materials with heterostructure (Chem. Mater. 2020, 32, 20, 8819–8826; Angew. Chem. 2017,129, 14753–14758). The name “homologous series” is envisioned to feature chemical series that are often expressed by a general formula and are built on the basis of the same structural principles where certain modules/building blocks expand in different dimensions by regular increments. Namely, the building blocks for (M2)m(M2X3)n series is M-M bilayer and X-M-X-M-X quintuple layer, whereas building units for the (AX)m(M2X3)n series are X-M-X-M-X quintuple layer and X-M-X-A-X-M-X septuple intergrowth layer. Interestingly, (M2)m(M2X3)n homologous series with M = Bi, Sb and X = Te, Se host several experimentally established topological quantum materials (M. Samanta et al., J. Am. Chem. Soc., 2018, 140, 5866; M. Samanta et al., J. Mater. Chem. A 2020, 8, 12226). Even though these homologous series are known for decades, the main challenge lies in synthesizing different members of these homologous series. This is mainly ascribed to their incongruent melting points. Thus, finding a proper homologous series with a mixed layered structure and providing a general chemical synthetic route will serve the purpose of finding new heterostructure materials.
In our group, We identify different structurally unique materials from (M2)m(M2X3)n (M = V, X = VI) homologous series; and (AX2)m(M2X3)n (A = IV, M = V, X = VI) intergrowth series and explore synthetic routes for both bulk and nanostructured materials. Potential applications of these materials will be explored for heterogeneous catalysis and thermoelectric applications as well.