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Relation between Crystal Structure and Transition Temperature of Superconducting Metals and Alloys

M.R. Koblischka, S. Roth, Anjela Koblischka‐Veneva, Thomas Karwoth, Alex Wiederhold, Xian Zeng, Stefanos Fasoulas, M. Murakami

2020Metals23 citationsDOIOpen Access PDF

Abstract

Using the Roeser–Huber equation, which was originally developed for high temperature superconductors (HTSc) (H. Roeser et al., Acta Astronautica 62 (2008) 733), we present a calculation of the superconducting transition temperatures, T c , of some elements with fcc unit cells (Pb, Al), some elements with bcc unit cells (Nb, V), Sn with a tetragonal unit cell and several simple metallic alloys (NbN, NbTi, the A15 compounds and MgB 2 ). All calculations used only the crystallographic information and available data of the electronic configuration of the constituents. The model itself is based on viewing superconductivity as a resonance effect, and the superconducting charge carriers moving through the crystal interact with a typical crystal distance, x. It is found that all calculated T c -data fall within a narrow error margin on a straight line when plotting ( 2 x ) 2 vs. 1 / T c like in the case for HTSc. Furthermore, we discuss the problems when obtaining data for T c from the literature or from experiments, which are needed for comparison with the calculated data. The T c -data presented here agree reasonably well with the literature data.

Topics & Concepts

Tetragonal crystal systemSuperconductivityCondensed matter physicsCrystal structureTransition temperatureUnit (ring theory)Materials scienceCrystal (programming language)Formula unitSuperconducting transition temperatureTransition metalCrystallographyPhysicsChemistryComputer scienceMathematicsProgramming languageCatalysisMathematics educationBiochemistrySuperconductivity in MgB2 and AlloysSuperconducting Materials and ApplicationsPhysics of Superconductivity and Magnetism
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