Topological-Insulator and Spintronic Boundary Electrodynamics for MRI RF Coils: A Theoretical Framework for Loss, Noise, and Reciprocity
Zoran Milosavljevic

TL;DR
This paper develops a theoretical framework integrating topological insulator and spintronic physics into MRI RF coil design, aiming to reduce losses, noise, and enable nonreciprocal responses at high fields.
Contribution
It introduces a novel theoretical model incorporating TI surface transport and spintronic effects into RF coil electrodynamics, connecting topological physics with MRI performance metrics.
Findings
Derived an effective complex surface impedance for TI-coated conductors.
Established modified boundary conditions for tangential electromagnetic fields.
Identified parameter regimes for reduced RF dissipation and nonreciprocity.
Abstract
MRI radiofrequency (RF) coils are ultimately limited by conductor loss, thermal noise, and reciprocity constraints associated with conventional metallic boundary conditions. These limitations become more severe at higher static fields, where operating frequencies increase and current distributions are governed by surface impedance and electromagnetic coupling in the near field. In this work we develop a theoretical framework that incorporates topological-insulator (TI) surface transport and spintronic interface physics into RF coil electrodynamics. Starting from the Dirac surface Hamiltonian and linear-response (Kubo/Drude) transport, we derive an effective complex surface impedance for TI-coated conductors and establish modified boundary conditions for tangential fields in the presence of spin--momentum locking and spin--charge coupling. We then analyze time-reversal-symmetry-breaking…
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Taxonomy
TopicsMagnetic properties of thin films · Topological Materials and Phenomena · Atomic and Subatomic Physics Research
