TY - GEN
T1 - Control strategies of formation flying using solar sail propulsion in the vicinity of collinear points
AU - Simanjuntak, Triwanto
AU - Morimoto, Mutsuko Y.
AU - Kawaguchi, Jun'Ichiro
PY - 2008
Y1 - 2008
N2 - Realization of formation flying using solar sail propulsion will offer great benefits for future space exploration missions. The use of solar sail, which will significantly reduce the use of the chemical propulsions, allows missions to be more flexible in term of mass and life cycle of the missions. Missions which require long baselines, potentially is solved by flying spacecrafts in a formation. Collinear points of the Sun-Earth system, L 1 and L2 have lower pseudo gravity potential compared to other Lagrangian points hence these points are potentially exploited for space missions. A formation flying consists of two spacecrafts are introduced as Mirror Spacecraft (MSC) and Detector Spacecraft (DSC). The relative distance between the spacecraft are ought to be kept constant. A formation keeping strategy is adopted and the equations of relative motion are derived by linearization at the MSC position and consequently a linear-time varying system is obtained. The formation is controlled to a piece constant and the optimal feedback control for this system is achieved by using Linear Quadratic Regulator method (LQR).
AB - Realization of formation flying using solar sail propulsion will offer great benefits for future space exploration missions. The use of solar sail, which will significantly reduce the use of the chemical propulsions, allows missions to be more flexible in term of mass and life cycle of the missions. Missions which require long baselines, potentially is solved by flying spacecrafts in a formation. Collinear points of the Sun-Earth system, L 1 and L2 have lower pseudo gravity potential compared to other Lagrangian points hence these points are potentially exploited for space missions. A formation flying consists of two spacecrafts are introduced as Mirror Spacecraft (MSC) and Detector Spacecraft (DSC). The relative distance between the spacecraft are ought to be kept constant. A formation keeping strategy is adopted and the equations of relative motion are derived by linearization at the MSC position and consequently a linear-time varying system is obtained. The formation is controlled to a piece constant and the optimal feedback control for this system is achieved by using Linear Quadratic Regulator method (LQR).
UR - http://www.scopus.com/inward/record.url?scp=77950491997&partnerID=8YFLogxK
M3 - Conference contribution
AN - SCOPUS:77950491997
SN - 9781615671601
T3 - International Astronautical Federation - 59th International Astronautical Congress 2008, IAC 2008
SP - 4972
EP - 4976
BT - International Astronautical Federation - 59th International Astronautical Congress 2008, IAC 2008
T2 - 59th International Astronautical Congress 2008, IAC 2008
Y2 - 29 September 2008 through 3 October 2008
ER -