English

Chasing Nomadic Worlds: A New Class of Deep Space Missions

Earth and Planetary Astrophysics 2023-09-06 v2 Astrophysics of Galaxies Space Physics

Abstract

Nomadic worlds, i.e., objects not gravitationally bound to any star(s), are of great interest to planetary science and astrobiology. They have garnered attention recently due to constraints derived from microlensing surveys and the recent discovery of interstellar planetesimals. In this paper, we roughly estimate the prevalence of nomadic worlds with radii of 100kmR104km100\,\mathrm{km} \lesssim R \lesssim 10^4\,\mathrm{km}. The cumulative number density n>(>R)n_>\left(>R\right) appears to follow a heuristic power law given by n>R3n_> \propto R^{-3}. Therefore, smaller objects are probably much more numerous than larger rocky nomadic planets, and statistically more likely to have members relatively close to the inner Solar system. Our results suggest that tens to hundreds of planet-sized nomadic worlds might populate the spherical volume centered on Earth and circumscribed by Proxima Centauri, and may thus comprise closer interstellar targets than any planets bound to stars. For the first time, we systematically analyze the feasibility of exploring these unbounded objects via deep space missions. We investigate what near-future propulsion systems could allow us to reach nomadic worlds of radius >R> R in a 5050-year flight timescale. Objects with R100R \sim 100 km are within the purview of multiple propulsion methods such as electric sails, laser electric propulsion, and solar sails. In contrast, nomadic worlds with R1000R \gtrsim 1000 km are accessible by laser sails (and perhaps nuclear fusion), thereby underscoring their vast potential for deep space exploration.

Keywords

Cite

@article{arxiv.2307.12411,
  title  = {Chasing Nomadic Worlds: A New Class of Deep Space Missions},
  author = {Manasvi Lingam and Andreas M. Hein and T. Marshall Eubanks},
  journal= {arXiv preprint arXiv:2307.12411},
  year   = {2023}
}

Comments

Published in Acta Astronautica; 21 pages; 3 figures; 1 table

R2 v1 2026-06-28T11:38:08.184Z