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Space Tug Phase B Autonomy

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reflected in true anomaly, eccentricity, and inclination disturbances. Geometry (40 kg) ... Cylindrical grid derive from uncertainty band. Set up as 2D grid surface ... – PowerPoint PPT presentation

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Title: Space Tug Phase B Autonomy


1
Modeling Autonomous Space Tug Rendezvous
  • Gergana Bounova
  • October 9, 2003

2
Modular Model
Target Information
Target Found (x, y)
Uncertainty Model Representation
Orbital Elements
Setup Grid Local Space Search
Grid Type And Size
Recurrent Orbit Propagation
Coord. Transformation Maneuver Optimization
  • Easy model update
  • Flexible per module
  • optimization

Outputs Fuel Time, Cost
Budgets
Modular Model Rendezvous - Grappling
3
Target Information
  • Orbital Elements (or (r,v))
  • Generic orbital elements
  • - a i ? ? e M
  • Target orbital elements
  • 7191 45 0 0 0.006 0
  • Assumed uncertainty 100 m
  • - reflected in true anomaly, eccentricity, and
    inclination disturbances
  • Geometry (40 kg)
  • diam 1.04 m, hmax 2.23 m

4
Relative Orbits Hills Frame
5
Uncertainty and Representation
  • Cylindrical grid derive from uncertainty band
  • Set up as 2D grid surface
  • Patch extension from previous code
  • Fully functional search routine
  • Problems? Uncertainty grows as the orbits
    propagate!
  • The cylindrical grid does not cover the local
    sky
  • If the search is too long, the target vector
    falls outside of the grid

6
Spherical Coordinates
  • Earths latitude-longitude analogy
  • Grid size function of Field Of View
  • Unlimited local sensor range
  • Cons
  • Singularities, coordinate trans.
  • Grid patching case-by-case
  • Benefits
  • Sky coverage
  • Easy sensor positioning, pointing, sensor
    optimization

7
Local Space Search
  • Strategy
  • Unlimited sensor range allows 2D search
  • Previously tested algorithms random sensorless,
    semi-autonomous, autonomous strategies
  • Implemented a hybrid approach cyclical
    interchange of random and autonomous steps
  • Ideas
  • Algorithm optimization simple versus refined
  • Sensor optimization
  • Outputs to maneuvering
  • 2D grid coords (x_found, y_found)
  • Target and tug orbital elements (propagated
    during search)

8
Maneuver Optimization
  • Linear quadratic relative orbit controller
    RelativeOrbitControl.m (S/C Control Toolbox)
  • Toolbox code used works for SMALL perturbations
  • Assumes full visibility (GPS, sensor tracking)
  • Rarely diverges when the RK4 orbit propagation
    continues for too long
  • For the time and space scale used does a great
    job!

9
Controller Convergence
10
Budgets
  • Delta V Attitude Rendezvous
  • Within 30 m/s
  • Time Computation Attitude Rendezvous
    Maneuver
  • Usually between 6.5-7 hrs, max 9.5 hrs
  • Nearly quadratic relationship between time and dV
  • T V2 scaled and translated

11
Future Grappling
  • Model grappling physics using CAD functions
  • Grappling mechanism design

12
Back up 1 (62x) Description of Hardware
  • The Tug uses a Handyboard on-board computer
  • - 4 motor ports
  • - 16 analog sensors ports
  • - Motorola 68HC11 Processor
  • Tug sensors
  • Long range Infrared
  • Short range Infrared
  • Touch
  • Tug communicates with command computer through
    serial port interface

13
Back up 2 (62x) Test Matrix
Distance to target
  • Type of strategy versus Distance to target
  • Strategies range
  • Random algorithm
  • Semi-autonomous with
  • human in the loop
  • Fully autonomous
  • Positions range
  • Close target distance within
  • 10 of search space
  • Half-way within 50
  • Far at the other end of the table
  • Third Dimension
  • Number of runs 5

n
I
II
III
IV
V
VI
VII
VII
IX
Type of strategy
14
Back up 3 (62x) Data Analysis I
  • Semi autonomous requires least amount of energy!
  • Random search is overall fastest
  • Autonomous for space?

15
Back up 4 (62x) A Random Walk
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