Electromagnetomotive force fields in noninertial reference frames and accelerated superconducting quantum interferometers

Abstract

We discuss the prospects of detecting with high precision the force fields related to noninertiality in superconducting circuits. Special emphasis is laid on the perfectly conducting and perfect diamagnetism analogues of the Tolman-Stewart respectively Barnett effects. The influence of acceleration and rotation on the electrodynamics of superconducting interferometers is explicitly described. In particular, we show how motion induced changes of the oscillation frequency of the local Josephson oscillators in superconducting quantum interference filters can be used for precision measurements of acceleration in free space.

9 pages, 3 figures; final version

References in corpus (4)

• Disorder Effects in Superconducting Multiple Loop Quantum Interferometers
• Nonperiodic Flux to Voltage Conversion of an Arithmetic Series Array of dc SQUIDs
• Rotating Superconductors and the Frame-independent London Equation
• Hall state quantization in a rotating frame

Cited by in corpus (7)

• Is the Quantum Hall Effect influenced by the gravitational field?
• Electrodynamics in Superconductors Explained by Proca Equations
• The noncommutative quantum Hall effect with anomalous magnetic moment in three different relativistic scenarios
• Gravito-electromagnetism versus electromagnetism
• SQUID-based interferometric accelerometer
• Connection between London moment and Meissner effect from classical electrodynamics
• Electromotive interference in a mechanically oscillating superconductor: generalized Josephson relations and self-sustained oscillations of a torsional SQUID