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Mar 17, 2018

Options and uncertainties in planetary defense: Mission planning and vehicle design for flexible response

Options and uncertainties in planetary defense: Mission planning and vehicle design for flexible response

Abstract
This paper is part of an integrated study by NASA and the NNSA to quantitatively understand the response timeframe should a threatening Earth-impacting near-Earth object (NEO) be identified. The two realistic responses considered are the use of a spacecraft functioning as either a kinetic impactor or a nuclear explosive carrier to deflect the approaching NEO. The choice depends on the NEO size and mass, the available response time prior to Earth impact, and the various uncertainties. Whenever practical, the kinetic impactor is the preferred approach, but various factors, such as large uncertainties or short available response time, reduce the kinetic impactor's suitability and, ultimately, eliminate its sufficiency.

Herein we examine response time and the activities that occur between the time when an NEO is recognized as being a sufficient threat to require a deflection and the time when the deflection impulse is applied to the NEO. To use a kinetic impactor for successful deflection of an NEO, it is essential to minimize the reaction time and maximize the time available for the impulse delivered to the NEO by the kinetic impactor to integrate forward in time to the eventual deflection of the NEO away from Earth impact.


To shorten the response time, we develop tools to survey the profile of needed spacecraft launches and the possible mission payloads. We further present a vehicle design capable of either serving as a kinetic impactor, or, if the need arises, serving as a system to transport a nuclear explosive to the NEO. These results are generated by analyzing a specific case study in which the simulated Earth-impacting NEO is modeled very closely after the real NEO known as 101955 Bennu (1999 RQ36). Bennu was selected for our case study in part because it is the best-studied of the known NEOs. It is also the destination of NASA's OSIRIS-REx sample return mission, which is, at the time of this writing, enroute to Bennu following a September 2016 launch.

  1. Fig.1. Required deflection Δv (“speed”) versus time for a Bennu-like orbit
  2. Fig.2. The heliocentric orbits of Earth (green) and Bennu (blue), three-dimensional…
  3. Fig.3. The heliocentric orbits of Earth (green) and Bennu (blue), ecliptic plane…
  4. Fig.4. Launch performance data for the Atlas V 401, Atlas V 551, and Delta IV Heavy…
  5. Fig.5. Deflection definition illustration
  6. Fig.6. Deflection solution space for the case of 1 HAMMER spacecraft launched on a…
  7. Fig.7. Optimal deflection solution trajectory for the case of 1 HAMMER spacecraft…
  8. Fig.8. Deflection solution space for the case of 17 HAMMER spacecraft launched on…
  9. Fig.9. Optimal deflection solution trajectory for the case of 17 HAMMER spacecraft…
  10. Fig.10. Distance between Bennu and Earth, in units of Earth radii, for 50 years…
  11. Fig.11. Deflection solution space for the case of 29 SLS Block 1 w/iCPS launches, each…
  12. Fig.12. Block diagram of NEO Intercept GNC concept
  13. Fig.13. Asteroid intercept and rendezvous geometry
  14. Fig.14. Projections of Spacecraft Relative state vector onto Three Planes (xy, xz and…
  15. Fig.15. Schematics of the Asteroid, Spacecraft and guidance controller software…
  16. Fig.16. Acceleration command profile for PN and TPPN controllers
  17. Fig.17. Relative position magnitude without guidance control, with PN and TPPN…
  18. Fig.18. Position states as viewed in 2D planes and 3D space
  19. Fig.19. PHA/PHO mitigation control loop concept
  20. Fig.20. Case 1 study mission and expanded impact timelines
  21. Fig.21. Autonomous navigation processing subsystem
  22. Fig.22. Heliocentric Trajectory for the Earth Departure Phase
  23. Fig.23. Heliocentric Trajectory for the Arrival Phase at 101995 Bennu
  24. Fig.24. Final Approach Angles, Geometry and Spacecraft Orientation with the Target
  25. Fig.25. Modular Decomposition of HAMMER functions
  26. Fig.26. Spacecraft subsystems functional block diagram as allocated for the case 1 study
  27. Fig.27. Case study 1 notional point of departure spacecraft
  28. Fig.28. Case study 1 HAMMER within the Delta-IV heavy fairing
  29. Fig.29. Case study 1, mitigation mission development and deployment timeline
  30. Fig.30. Preliminary assessment of case 1 study mission reliability
  31. Fig.31. Multiple launchers
  32. Fig.32. Concept of packaging 3 hammers into a single larger launch vehicle shroud


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