Numerical modelling of a vortex-based superconducting memory cell: dynamics and geometrical optimization of a fluxonic quantum dot
Aiste Skog, Razmik A. Hovhannisyan, and Vladimir M. Krasnov

TL;DR
This paper presents numerical modeling of a vortex-based superconducting memory cell, demonstrating ultra-fast vortex dynamics, optimal geometrical design, and potential for nanoscale, energy-efficient, ultrafast superconducting memory devices.
Contribution
It introduces a detailed numerical model of a fluxonic quantum dot memory cell, optimizing its geometry for zero-field operation and controllable vortex manipulation.
Findings
Ultra-fast vortex velocities exceeding expectations for macroscopic superconductors.
Scalability of the cell to sizes around 100 nm, comparable to the London penetration depth.
Potential for picosecond-scale switching with ultra-low energy consumption of 0.1 aJ.
Abstract
The lack of dense random-access memory is one of the main obstacles to the development of digital superconducting computers. It has been suggested that AVRAM cells, based on the storage of a single Abrikosov vortex, the smallest quantized object in superconductors, can enable drastic miniaturization to the nanometer scale. In this work, we present numerical modeling of such cells using time-dependent Ginzburg-Landau equations. The cell represents a fluxonic quantum dot containing a small superconducting island, an asymmetric notch for vortex entrance, a guiding track, and a vortex trap. We determine the optimal geometrical parameters for operation at zero magnetic field and the conditions for controllable vortex manipulation by short current pulses. We report ultra-fast vortex motion with velocities more than an order of magnitude faster than those expected for macroscopic…
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Taxonomy
TopicsPhysics of Superconductivity and Magnetism · Quantum and electron transport phenomena · Advanced Data Storage Technologies
