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.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
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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