Josephson Lattices of the Optimal Size
T. Boyadjiev, N. Alexeeva
TL;DR
This paper investigates the stability of magnetic flux bound states in Josephson resistive lattices, revealing that specific geometric relationships maximize the stability range under bias current.
Contribution
It identifies the geometric conditions that optimize the stability range of flux bound states in Josephson lattices.
Findings
Widest bias current stability range occurs at specific geometric parameter relationships
Numerical analysis confirms stability dependence on lattice geometry
Optimal lattice configurations enhance flux state stability
Abstract
The stability of the bound states of the magnetic flux in a Josephson resistive lattices is investigated numerically. It is shown that for a simple relationship between the geometrical parameters of the lattice the range of bias current is the widest.
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Taxonomy
TopicsOrganic and Molecular Conductors Research · Physics of Superconductivity and Magnetism · Rare-earth and actinide compounds