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POSTDOC
Maiti Research Group in ,
 
 
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Date Posted 05/24/2021
Category
Admin-Other Administrative Positions
Employment Type
Application Deadline Open until filled
 
 
 
 
 
Fellowship ID:Concordia University -Physics, Maiti Research Group -POSTDOC [#18682, 9012]
Fellowship Title: Horizon Postdoctoral Fellowship
Fellowship Type:Postdoctoral
Location:Montreal, QC H4B 1R6, Canada [map ]
Subject Areas: Condensed Matter Physics / topological states , Condensed Matter Physics, Electronic Structure, Strongly Correlated Materials , Superfluidity and superconductivity
Appl Deadline:none (posted 2021/05/23)
Description:    

This is Concordia University's most prestigious named fellowship, intended to support the careers of new emerging scientists. 


Project : Novel collective phenomena in multi-component topological superconductors. 


Description: Superconductors (SCs) are fascinating quantum materials and the understanding of the mechanism leading to this phenomenon is still an open question, with myriad of experimental details yet to be convincingly sorted out. One of the many striking characteristics of SCs is its collective response. The collective behavior tends to dominate the response of the system to any probe and also provide a great deal of information about the system, and are therefore researched thoroughly. In the usual spin-based singlet superconductors, however challenging it may be to figure out the mechanism, their collective properties are known: e.g. the presence of Higgs’ mode, Leggett modes, Bardasis-Schrieffer modes. Moving to triplet superconductors, they already significantly expand the phase-space of collective modes, but they are also known. We now have a special type of superconductor under discussion: one which has topologically protected Bogoliubov Fermi-surfaces (FSs). Such superconductors are essentially multi-component (they include spin, bands, orbitals, valleys, etc.), and the role these FSs play is not yet understood. We wish to study their role in the context of collective modes of the system. We will formulate the theory to study collective phenomena in multi component systems and answer questions like: What is the effect of these FSs on currently known collective modes? What are the new collective modes induced by these FSs? How can we detect these new modes? How can they be used to advance the understanding of quantum materials?
Position is open until filled.
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