Enabling direct kinetic simulation of dense plasma plume expansion for laser ablation plasma thrusters Journal Article uri icon

Overview

abstract

  • AbstractLaser ablation plasma thrusters are an emerging space propulsion concept that provides promise for lightweight payload delivery. Predicting the lifetime and performance of these thrusters hinges on a comprehensive characterization of the expansion dynamics of the ablated plasma plume. While state-of-the-art techniques for simulating plasmas are often particle-based, a grid-based direct kinetic solver confers advantages in such a transient and inhomogeneous problem by eliminating statistical noise. A direct kinetic solver including interparticle collisions is employed on a plume expansion model problem spanning one dimension each in configuration and velocity space. The high degree of thermodynamic nonequilibrium inherent in plume expansion is characterized, justifying the need for a kinetic rather than a hybrid or fluid solver. Thruster-relevant metrics such as the momentum flux are also computed. The plume dynamics are observed to be highly inhomogeneous in space with insufficient time for thermalization in the region preceding the expansion front, and the theoretical possibility of reducing the local grid resolution by up to two orders of magnitude at the far end of the domain is established. These grid-point requirements are verified via the employment of nonuniform grids of various expansion ratios, several of which also employ coarsening in velocity space. Longer domain lengths are explored to characterize thruster-scale phenomena and larger ambient pressures are simulated as a testbed to probe facility effects due to collisions with background particles.

publication date

  • December 1, 2022

has restriction

  • hybrid

Date in CU Experts

  • December 1, 2022 11:07 AM

Full Author List

  • Chan WHR; Boyd ID

author count

  • 2

Other Profiles

Electronic International Standard Serial Number (EISSN)

  • 2731-4596

Additional Document Info

volume

  • 1

issue

  • 1

number

  • 26