Abstract:Gyrocenter following simulations of fusion born alpha particles in a stellarator reactor are preformed using the BEAMS3D code. The Wendelstein 7-X high mirror configuration is scaled in geometry and magnetic field to reactor relevant parameters. A
2
×
10
20
… Show more
“…To further study the mechanisms for the deviations in J , we perform GC integration in several vacuum equilibria that are optimized for quasiaxisymmetry on the boundary [58] in addition to having a value of ι = 0.52 on the boundary and aspect ratio 6. For the base equilibrium, the optimization is terminated when the quasisymmetry on the boundary is f QS = 1.8 × 10 −2 , see (9). We compare with two other equilibria, for which the optimization is terminated at f QS = 1.8 × 10 −3 and f QS = 1.3 × 10 −4 .…”
Section: Diffusive Banana Transportmentioning
confidence: 99%
“…The confinement of fusion-born alpha particles is largely determined by collisionless physics. Comparisons of collisionless with collisional alpha particle losses have found that pitchangle scattering effects are insignificant for losses before the slowing-down time of ≈0.05 seconds in a W7-X reactor configuration [9]. Generally, the difference between collisionless and collisional calculations is configuration dependent [10].…”
Collisionless physics primarily determines the transport of fusion-born alpha particles in 3D equilibria. Several transport mechanisms have been implicated in stellarator configurations, including stochastic diffusion due to class transitions, ripple trapping, and banana drift-convective orbits. Given the guiding center dynamics in a set of six quasihelical and quasiaxisymmetric equilibria, we perform a classification of trapping states and transport mechanisms. In addition to banana drift convection and ripple transport, we observe substantial non-conservation of the parallel adiabatic invariant which can cause losses through diffusive banana tip motion. Furthermore, many lost trajectories undergo transitions between trapping classes on longer time scales, either with periodic or irregular behavior. We discuss possible optimization strategies for each of the relevant transport mechanisms. We perform a comparison between fast ion losses and metrics for the prevalence of mechanisms such as banana-drift convection, transitioning orbits, and wide orbit widths. Quasihelical configurations are found to have natural protection against ripple-trapping and diffusive banana tip motion leading to a reduction in prompt losses.
“…To further study the mechanisms for the deviations in J , we perform GC integration in several vacuum equilibria that are optimized for quasiaxisymmetry on the boundary [58] in addition to having a value of ι = 0.52 on the boundary and aspect ratio 6. For the base equilibrium, the optimization is terminated when the quasisymmetry on the boundary is f QS = 1.8 × 10 −2 , see (9). We compare with two other equilibria, for which the optimization is terminated at f QS = 1.8 × 10 −3 and f QS = 1.3 × 10 −4 .…”
Section: Diffusive Banana Transportmentioning
confidence: 99%
“…The confinement of fusion-born alpha particles is largely determined by collisionless physics. Comparisons of collisionless with collisional alpha particle losses have found that pitchangle scattering effects are insignificant for losses before the slowing-down time of ≈0.05 seconds in a W7-X reactor configuration [9]. Generally, the difference between collisionless and collisional calculations is configuration dependent [10].…”
Collisionless physics primarily determines the transport of fusion-born alpha particles in 3D equilibria. Several transport mechanisms have been implicated in stellarator configurations, including stochastic diffusion due to class transitions, ripple trapping, and banana drift-convective orbits. Given the guiding center dynamics in a set of six quasihelical and quasiaxisymmetric equilibria, we perform a classification of trapping states and transport mechanisms. In addition to banana drift convection and ripple transport, we observe substantial non-conservation of the parallel adiabatic invariant which can cause losses through diffusive banana tip motion. Furthermore, many lost trajectories undergo transitions between trapping classes on longer time scales, either with periodic or irregular behavior. We discuss possible optimization strategies for each of the relevant transport mechanisms. We perform a comparison between fast ion losses and metrics for the prevalence of mechanisms such as banana-drift convection, transitioning orbits, and wide orbit widths. Quasihelical configurations are found to have natural protection against ripple-trapping and diffusive banana tip motion leading to a reduction in prompt losses.
“…BEAMS3D's deposition model has been validated [30] and a preliminary validation and benchmarking of the slowing down model has been done [29]. The simulations for this work were done using a new feature created for BEAMS3D that models fusion births and uses the birth rates to initialize particles for simulation [19].…”
Section: Energetic Particle Simulationsmentioning
confidence: 99%
“…The weighting of each particle is then determined by the fusion birth rate at its initial location divided by the volume of its cell and the number of particles within. In this way, particles from the edge region, in which the birth rate is several orders of magnitude lower, can still be sampled [19].…”
Section: Energetic Particle Simulationsmentioning
confidence: 99%
“…Next, in order to determine the success of optimization, all resulting equilibria were scaled up to match the volume V = 444 m 3 and volume-averaged magnetic field strength ⟨B⟩ = 5.86 T of ARIES-CS [17], and Monte-Carlo simulations of fusion alpha particles in these devices were performed using the code BEAMS3D [18,19] in order to assess losses. Simulations were performed both with and without collisions.…”
An important goal of stellarator optimization is to achieve good confinement of energetic particles such as, in the case of a reactor, alphas created by Deuterium-Tritium (D-T) fusion. In this work, a fixed-boundary stellarator equilibrium was re-optimized for energetic particle confinement via a two-step process: first, by minimizing deviations from quasiaxisymmetry (QA) on a single flux surface near the mid-radius, and secondly by maintaining this improved quasi-axisymmetry while minimizing the analytical quantity ΓC , which represents the angle between magnetic flux surfaces and contours of J
||, the second adiabatic invariant. This was performed multiple times, resulting in a group of equilibria with significantly reduced energetic particle losses, as evaluated by Monte Carlo simulations of alpha particles in scaled-up versions of the equilibria. This is the first time that energetic particle losses in a QA stellarator have successfully been reduced by optimizing ΓC. The relationship between energetic particle losses and metrics such as QA error (E
qa) and ΓC in this set of equilibria were examined via statistical methods and a nearly linear relationship between volume-averaged ΓC and prompt particle losses was found.
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.