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Theory of Orbit Determination

Andrea Milani author Giovanni Gronchi author

Format:Hardback

Publisher:Cambridge University Press

Published:12th Nov '09

Currently unavailable, and unfortunately no date known when it will be back

Theory of Orbit Determination cover

Presents new algorithms for determining orbits; ideal for graduate students and researchers in applied mathematics, physics, astronomy and aerospace engineering.

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 for natural and artificial celestial bodies is an essential step in the exploration and understanding of the Solar System. However, recent progress in the quality and quantity of data from astronomical observations and spacecraft tracking has generated orbit determination problems which cannot be handled by classical algorithms. This book presents new algorithms capable of handling the millions of bodies which could be observed by next generation surveys, and which can fully exploit tracking data with state-of-the-art levels of accuracy. After a general mathematical background and summary of classical algorithms, the new algorithms are introduced using the latest mathematical tools and results, to which the authors have personally contributed. Case studies based on actual astronomical surveys and space missions are provided, with applications of these new methods. Intended for graduate students and researchers in applied mathematics, physics, astronomy and aerospace engineering, this book is also of interest to non-professional astronomers.

"This book is written clearly and is almost self-contained." -Alessandra Celletti, Mathematical Reviews

ISBN: 9780521873895

Dimensions: 253mm x 178mm x 22mm

Weight: 910g

392 pages