11-14-2022, 01:45 PM
This HP Program calculates the single impulsive deorbit maneuver required to establish a reentry altitude and flight path angle relative to a non-rotating, spherical Earth. The algorithm uses a tangential delta-v applied opposite to the velocity vector of an initial elliptical orbit to establish the de-orbit trajectory.
The following is a "hard-wired" example with the program input in bold font.
// perigee altitude (kilometers)
hp := 285.798;
// perigee radius (kilometers)
rp := req + hp;
// apogee altitude (kilometers)
ha := 35785.922;
// apogee radius (kilometers)
ra := req + ha;
// entry altitude (kilometers)
hentry := 111.252;
// entry flight path angle (degrees)
fpae := -4.0;
The software will compute and display the orbital elements of the deorbit trajectory and the magnitude of the required deorbit delta-v.
The zipped archive for the software and documentation for this example can be downloaded from
https://www.dropbox.com/s/2f2zxm1frqxycp...t.zip?dl=0
The following is a "hard-wired" example with the program input in bold font.
// perigee altitude (kilometers)
hp := 285.798;
// perigee radius (kilometers)
rp := req + hp;
// apogee altitude (kilometers)
ha := 35785.922;
// apogee radius (kilometers)
ra := req + ha;
// entry altitude (kilometers)
hentry := 111.252;
// entry flight path angle (degrees)
fpae := -4.0;
The software will compute and display the orbital elements of the deorbit trajectory and the magnitude of the required deorbit delta-v.
The zipped archive for the software and documentation for this example can be downloaded from
https://www.dropbox.com/s/2f2zxm1frqxycp...t.zip?dl=0