Piecewise omnigenous stellarators with zero bootstrap current
- 6 August 2025
- journal article
- Published by American Physical Society (APS) in Physical Review E
- Vol. 112 (2) , L023201
Abstract
Until now, quasi-isodynamic magnetic fields have been the only known stellarator configurations that, at low collisionality, give small radial neoclassical transport and zero bootstrap current for arbitrary plasma profiles, the latter facilitating control of the magnetic configuration. The recently introduced notion of piecewise omnigenous fields has enormously broadened the space of stellarator configurations with small radial neoclassical transport. In this Letter, the existence of piecewise omnigenous fields that give zero bootstrap current is proven analytically and confirmed numerically. These results establish piecewise omnigenity as an alternative approach to stellarator reactor design.Keywords
All Related Versions
Funding Information
- U.S. Department of Energy (DE-AC02-09CH11466)
- Ministerio de Ciencia, Innovación y Universidades (PID2021-123175NB-I00)
- Agencia Estatal de Investigación (10.13039/501100011033)
- European Regional Development Fund
This publication has 24 references indexed in Scilit:
- Stellaris: A high-field quasi-isodynamic stellarator for a prototypical fusion power plantFusion Engineering and Design, 2025
- Magnetic fields with general omnigenityJournal of Plasma Physics, 2024
- Constructing precisely quasi-isodynamic magnetic fieldsJournal of Plasma Physics, 2023
- Advancing the physics basis for quasi-helically symmetric stellaratorsJournal of Plasma Physics, 2020
- Less constrained omnigeneous stellaratorsNuclear Fusion, 2015
- Omnigenity as generalized quasisymmetryPhysics of Plasmas, 2012
- On the bootstrap current in stellarators and tokamaksPhysics of Plasmas, 2011
- Benchmarking of the mono-energetic transport coefficients—results from the International Collaboration on Neoclassical Transport in Stellarators (ICNTS)Nuclear Fusion, 2011
- Plasma equilibrium with rational magnetic surfacesThe Physics of Fluids, 1981
- Recursive derivation of drift-kinetic equationPlasma Physics, 1973