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2026WZJL

Codex/ChatGPT (July 2026)

Summary

The authors build a two-dimensional finite-element model of electromagnetic transmission through the magnetized plasma sheath surrounding a reentry vehicle. Plasma flow fields at several altitudes are generated with USIM and transferred to COMSOL, where spatially varying plasma properties and an imposed magnet field determine full-wave propagation. Field maps and dispersion behavior verify the implementation. The simulations quantify the magnetic-window mechanism: transmission depends jointly on magnetic-field strength, the background-field excitation position, and wave frequency, with lower-frequency whistler waves improving penetration under realistic field limits. For a maximum field of $2\ \mathrm{T}$, frequency tuning can keep the wave-loss coefficient near or above $-40\ \mathrm{dB}$ across the studied altitudes. Under a stricter $1\ \mathrm{T}$ limit, locating the magnetic window about $1.1\ \mathrm{m}$ from the reference position supports transmission over $0$--$0.5\ \mathrm{GHz}$. The coupled workflow also reduces per-frequency solution time relative to performing the electromagnetic calculation inside the flow solver.

Contributions

  1. Coupled reentry plasma-flow data to a two-dimensional full-wave finite-element model.
  2. Verified magnetized-sheath propagation through dispersion trends and field-distribution diagnostics.
  3. Quantified how magnetic strength and signal frequency control whistler-wave transmission loss.
  4. Identified an effective magnetic-window position under a realistic $1\ \mathrm{T}$ field constraint.
  5. Demonstrated a faster multiphysics workflow for evaluating plasma-blackout mitigation strategies.