| Main Title |
Orbits 2nd Order Singularity-free Solutions / [electronic resource] : |
| Type |
EBOOK |
| Author |
Xu, Guochang.
|
| Other Authors |
|
| Publisher |
Springer Berlin Heidelberg : Imprint: Springer, |
| Year Published |
2013 |
| Call Number |
QC801-809 |
| ISBN |
9783642327933 |
| Subjects |
Geography ;
Physical geography ;
Mathematics ;
Astrophysics ;
Astronautics
|
| Internet Access |
|
| Edition |
2nd ed. 2013. |
| Collation |
XXIII, 426 p. 41 illus. online resource. |
| Notes |
Due to license restrictions, this resource is available to EPA employees and authorized contractors only |
| Contents Notes |
Coordinate and Time Systems -- Keplerian Orbits -- Perturbations on the Orbits -- Solutions of C20 Perturbation -- Solutions of Geopotential Perturbations -- Solutions of Extraterrestrial Disturbances -- Numerical Orbit Determination -- Analytic Orbit Determination -- Singularity-Free Theory and Discussions. The development of the orbits theory lags behind the development of satellite technology. This book provides, for the first time in the history of human satellite development, the complete third order solution of the orbits under all possible disturbances. It describes the theory of satellite orbits, derives the complete solutions of the orbital disturbances, describes the algorithms of orbits determination based on the theory, describes the applications of the theory to the phenomenon of the satellite formation physically. The subjects include: Orbits Motion Equations, Disturbance theory, Solutions of the differential Equations, Algorithms of Orbits determinations, Applications of the theory to the satellite formation. |
| Place Published |
Berlin, Heidelberg |
| Corporate Au Added Ent |
SpringerLink (Online service) |
| Host Item Entry |
Springer eBooks |
| PUB Date Free Form |
2013 |
| BIB Level |
m |
| Medium |
computer |
| Content |
text |
| Carrier |
online resource |
| Cataloging Source |
OCLC/T |
| OCLC Time Stamp |
20130727055948 |
| Language |
eng |
| Origin |
SPRINGER |
| Type |
EBOOK |
| OCLC Rec Leader |
02677nam a22005055i 45 |
