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Semimetallic superconductivity in cubic Nd3In: a first-principles insight into indium-based compounds
Arafat Rahman1, Alamgir Kabir1, Tareq Mahmud1
1Department of Physics, University of Dhaka Dhaka 1000 Bangladesh alamgir.kabir@du.ac.bd tareqphy1205@gmail.com.
We predict cubic Neodymium-3-Indium (Nd3In) as a novel material exhibiting both strong-coupling superconductivity and topological Weyl semimetal properties. This discovery opens new avenues for quantum technologies.
Area of Science:
- Condensed Matter Physics
- Materials Science
- Quantum Computing
Background:
- The search for materials combining superconductivity and non-trivial topology is crucial for advancing quantum technologies.
- Such materials can host exotic quantum states with potential applications.
Purpose of the Study:
- To predict and characterize cubic Neodymium-3-Indium (Nd3In) as a candidate material with both superconductivity and topological properties.
- To investigate the underlying mechanisms and potential applications of its unique electronic structure.
Main Methods:
- First-principles calculations were employed to investigate the electronic and phononic properties of Nd3In.
- Anisotropic Migdal-Eliashberg theory was used to analyze electron-phonon coupling and predict superconducting transition temperatures.
- Topological invariants and Fermi surface features were analyzed to confirm its topological nature.
Main Results:
- Nd3In exhibits strong-coupling superconductivity (electron-phonon coupling constant λ = 1.39) with a predicted superconducting transition temperature (Tc) of approximately 14 K at ambient pressure.
- Under pressure (15 GPa), the Tc increases to 18 K, making it the highest reported for cubic semimetallic superconductors.
- The material is identified as a Weyl semimetal, confirmed by the presence of Fermi arcs and non-trivial Z2 topological invariants.
Conclusions:
- Cubic Nd3In is a promising material that simultaneously possesses strong-coupling superconductivity and non-trivial topological characteristics.
- Its unique properties make it a strong candidate for applications in quantum transport and topological quantum computation.
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