Determining orbits is an essential step in the exploration and understanding of the Solar System. This book presents new algorithms which can fully exploit tracking data with state-of-the-art levels of accuracy. It will interest graduate students and researchers in applied mathematics, physics, astronomy and aerospace engineering, and non-professional astronomers.
Determining orbits is an essential step in the exploration and understanding of the Solar System. This book presents new algorithms which can fully exploit tracking data with state-of-the-art levels of accuracy. It will interest graduate students and researchers in applied mathematics, physics, astronomy and aerospace engineering, and non-professional astronomers.
Andrea Milani is Full Professor of Mathematical Physics in the Department of Mathematics, University of Pisa. His areas of research include the N-body problem, stability of the Solar System, asteroid dynamics and families, satellite geodesy, planetary exploration, orbit determination, and asteroid impact risk.
Inhaltsangabe
Preface Part I. Problem Statement and Requirements: 1. The problem of orbit determination 2. Dynamical systems 3. Error models 4. The N-body problem Part II. Basic Theory: 5. Least squares 6. Rank deficiency Part III. Population Orbit Determination: 7. The identification problem 8. Linkage 9. Methods by Laplace and Gauss 10. Weakly determined orbits 11. Surveys 12. Impact monitoring Part IV. Collaborative Orbit Determination: 13. The gravity of a planet 14. Non-gravitational perturbations 15. Multi arc strategy 16. Satellite gravimetry 17. Orbiters around other planets References Index.
Preface Part I. Problem Statement and Requirements: 1. The problem of orbit determination 2. Dynamical systems 3. Error models 4. The N-body problem Part II. Basic Theory: 5. Least squares 6. Rank deficiency Part III. Population Orbit Determination: 7. The identification problem 8. Linkage 9. Methods by Laplace and Gauss 10. Weakly determined orbits 11. Surveys 12. Impact monitoring Part IV. Collaborative Orbit Determination: 13. The gravity of a planet 14. Non-gravitational perturbations 15. Multi arc strategy 16. Satellite gravimetry 17. Orbiters around other planets References Index.
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