TY - JOUR
T1 - Availability and delta-v requirements for delivering water extracted from near-Earth objects to cis-lunar space
AU - Jedicke, Robert
AU - Sercel, Joel
AU - Gillis-Davis, Jeffrey
AU - Morenz, Karen J.
AU - Gertsch, Leslie
N1 - Publisher Copyright:
© 2018 Elsevier Ltd
PY - 2018/9/15
Y1 - 2018/9/15
N2 - We have calculated the number of water-bearing near-Earth objects as a function of return-trip delta-v (ΔvRT). First, we combined a model of the near-Earth object's (NEO) orbit and size-frequency distribution with other measurements of their provenance, and the taxonomic distribution of asteroids in the NEO's main belt sources, to calculate the taxonomic distribution of NEOs as a function of their orbital elements and size. Our calculations are in agreement with recent measurements of the ratio of C- and S-complex bodies within the population of small NEOs. Then we developed a simplified mission model to calculate an upper limit on ΔvRT for a mission from an NEO to distant retrograde lunar orbit (DRLO) in cis-lunar space. Combining the first two steps allowed us to develop a synthetic population of low ΔvRT NEOs that includes their taxonomic distribution. Finally, we used measurements of the water-bearing content of the taxonomic classes based on their assumed meteorite associations to calculate the number of water-bearing NEOs as a function of ΔvRT. We find that there are likely thousands of H2O-rich NEOs larger than about 5 m diameter with ΔvRT≲3kms−1 and the number of objects increases as ΔvRT 3. The rapid increase in the number of objects with ΔvRT suggests that in-situ resource utilization (ISRU) of asteroid-derived water can expand quickly throughout the solar system. NEOs with ΔvRT≲3kms−1 tend to be on Earth-like orbits with semi-major axes a∼1au, eccentricities e≳0, and inclinations i≳0∘. The small, dark, low ΔvRT NEOs are difficult or impossible to detect with Earth-based telescopes because many orbit the Sun interior to Earth's orbit and others have such long synodic periods that they are rarely visible.
AB - We have calculated the number of water-bearing near-Earth objects as a function of return-trip delta-v (ΔvRT). First, we combined a model of the near-Earth object's (NEO) orbit and size-frequency distribution with other measurements of their provenance, and the taxonomic distribution of asteroids in the NEO's main belt sources, to calculate the taxonomic distribution of NEOs as a function of their orbital elements and size. Our calculations are in agreement with recent measurements of the ratio of C- and S-complex bodies within the population of small NEOs. Then we developed a simplified mission model to calculate an upper limit on ΔvRT for a mission from an NEO to distant retrograde lunar orbit (DRLO) in cis-lunar space. Combining the first two steps allowed us to develop a synthetic population of low ΔvRT NEOs that includes their taxonomic distribution. Finally, we used measurements of the water-bearing content of the taxonomic classes based on their assumed meteorite associations to calculate the number of water-bearing NEOs as a function of ΔvRT. We find that there are likely thousands of H2O-rich NEOs larger than about 5 m diameter with ΔvRT≲3kms−1 and the number of objects increases as ΔvRT 3. The rapid increase in the number of objects with ΔvRT suggests that in-situ resource utilization (ISRU) of asteroid-derived water can expand quickly throughout the solar system. NEOs with ΔvRT≲3kms−1 tend to be on Earth-like orbits with semi-major axes a∼1au, eccentricities e≳0, and inclinations i≳0∘. The small, dark, low ΔvRT NEOs are difficult or impossible to detect with Earth-based telescopes because many orbit the Sun interior to Earth's orbit and others have such long synodic periods that they are rarely visible.
KW - ISRU
KW - Near-Earth object
KW - NEO
KW - Taxonomy
KW - Water-mining
UR - https://www.scopus.com/pages/publications/85046652167
U2 - 10.1016/j.pss.2018.04.005
DO - 10.1016/j.pss.2018.04.005
M3 - Article
AN - SCOPUS:85046652167
SN - 0032-0633
VL - 159
SP - 28
EP - 42
JO - Planetary and Space Science
JF - Planetary and Space Science
ER -