Prelaunch Analysis of High Eccentricity Orbits

Prelaunch Analysis of High Eccentricity Orbits
Author: Barbara E. Shute
Publsiher: Unknown
Total Pages: 30
Release: 1964
Genre: Electronic Book
ISBN: OCLC:249433929

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Prelaunch Analysis of High Eccentricity Orbits

Prelaunch Analysis of High Eccentricity Orbits
Author: Barbara E. Shute
Publsiher: Unknown
Total Pages: 48
Release: 1964
Genre: Astrodynamics
ISBN: UIUC:30112106633610

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NASA Technical Note

NASA Technical Note
Author: Anonim
Publsiher: Unknown
Total Pages: 546
Release: 1970
Genre: Electronic Book
ISBN: MINN:31951000846279S

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Scientific and Technical Aerospace Reports

Scientific and Technical Aerospace Reports
Author: Anonim
Publsiher: Unknown
Total Pages: 404
Release: 1965
Genre: Aeronautics
ISBN: UIUC:30112106623165

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STAR

STAR
Author: Anonim
Publsiher: Unknown
Total Pages: 920
Release: 1973
Genre: Aeronautics
ISBN: UIUC:30112057081785

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Technical Abstracts U S Goddard Space Flight Center

Technical Abstracts   U  S  Goddard Space Flight Center
Author: Goddard Space Flight Center
Publsiher: Unknown
Total Pages: 344
Release: 1962
Genre: Astronautics
ISBN: STANFORD:36105013148106

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Technical Abstracts

Technical Abstracts
Author: Goddard Space Flight Center
Publsiher: Unknown
Total Pages: 1024
Release: 1962
Genre: Electronic Book
ISBN: UOM:39015024391198

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A Discussion of Halphen s Method for Secular Perturbations and Its Application to the Determination of Long Range Effects in the Motions of Celestial Bodies

A Discussion of Halphen s Method for Secular Perturbations and Its Application to the Determination of Long Range Effects in the Motions of Celestial Bodies
Author: Arthur J. Smith
Publsiher: Unknown
Total Pages: 86
Release: 1964
Genre: Artificial satellites
ISBN: UIUC:30112106585570

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This paper discusses some applications of Halphen's method for determining the long range (secular) perturbations for planetary and cometary type orbits. This method of treating secular planetary effects has been suggested by Musen for the determination of the long range perturbations due to the moon for artificial satellite orbits. Two FORTRAN II computer programs incorporating this method are described and representative results are presented. The comparison of results obtained here with those obtained by applying other methods demonstrates the adequacy of this method for minor planets and appropriate artificial satellites. It shows also that considerable saving in computer time can be made in the study of artificial satellite orbits when the short period perturbations are not of interest by using a program based on Halphen's method rather than one based on the use of an unaveraged disturbing function. The program for artificial satellites is given.