Spatial coupling of particle and fluid models for streamers: where nonlocality matters
arXiv:0712.2127 · doi:10.1088/0022-3727/41/3/032005
Abstract
Particle models for streamer ionization fronts contain correct electron energy distributions, runaway effects and single electron statistics. Conventional fluid models are computationally much more efficient for large particle numbers, but create too low ionization densities in high fields. To combine their respective advantages, we here show how to couple both models in space. We confirm that the discrepancies between particle and fluid fronts arise from the steep electron density gradients in the leading edge of the fronts. We find the optimal position for the interface between models that minimizes computational effort and reproduces the results of a pure particle model.
4 pages, 5 figures
References in corpus (5)
- Photoionization in negative streamers: fast computations and two propagation modes
- The multiscale nature of streamers
- Continuum-particle hybrid coupling for mass, momentum and energy transfers in unsteady fluid flow
- An adaptive grid refinement strategy for the simulation of negative streamers
- Deviations from the local field approximation in negative streamer heads
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