Synodic and relative Flower Constellations with applications to planetary explorations

被引:0
|
作者
Mortari, D [1 ]
Abdelkhalik, O [1 ]
Bruccoleri, C [1 ]
机构
[1] Texas A&M Univ, College Stn, TX 77843 USA
关键词
D O I
暂无
中图分类号
V [航空、航天];
学科分类号
08 ; 0825 ;
摘要
This paper introduces the theory of the Synodic Flower Constellations and of the Relative Flower Constellations, which constitute two novel and alternative methodologies to design Flower Constellations synchronized with the motion of two celestial objects (e.g., two planets) orbiting about the same gravitational mass. These two "objects" can also be natural or artificial satellites (e.g., moons, spacecraft) orbiting about a planet and one of these two objects can also be the central body itself. In particular, a Synodic Flower Constellation is made with orbits that are compatible with a reference frame rotating with a period suitably derived from the synodic period of the two objects, while a Relative Flower Constellation is made of orbits that are, simultaneously, compatible with both the objects rotating reference frames. The latter, however, can be achieved under a very particular condition that is here approximated. The resulting dynamics of these constellations are synchronized with the dynamics of the geometrical positions of the two objects. Potential applications can be to design a Space Network Architecture for planetary communications, to design Solar Global Navigation System, to design small constellations for Surveillance and reconnaissance and well as for space and Earth science.
引用
收藏
页码:749 / 761
页数:13
相关论文
共 50 条
  • [1] LONG-TERM STABILITY OF FLOWER CONSTELLATIONS UNDER PLANETARY OBLATENESS
    Henderson, Troy A.
    Avendano, Martin
    ASTRODYNAMICS 2009, VOL 135, PTS 1-3, 2010, 135 : 1963 - +
  • [2] The Flower Constellations
    Daniele Mortari
    Matthew P. Wilkins
    Christian Bruccoleri
    The Journal of the Astronautical Sciences, 2004, 52 (1-2) : 107 - 127
  • [3] The flower constellations
    Mortari, D
    Wilkins, MP
    Bruccoleri, C
    JOURNAL OF THE ASTRONAUTICAL SCIENCES, 2004, 52 (1-2): : 107 - 127
  • [4] The flower constellations
    Mortari, D
    Wilkins, MP
    Bruccoleri, C
    JOHN L. JUNKINS ASTRODYNAMICS SYMPOSIUM, 2003, 115 : 269 - 290
  • [5] Simulation for astroparticle experiments and planetary explorations: Tools and applications
    De Angelis, A
    Giannitrapani, R
    Brunengo, A
    Guardincerri, E
    Pia, MG
    Howard, AS
    Longo, F
    Nartallo, R
    Nieminen, P
    Pfeiffer, A
    Santin, G
    PROCEEDINGS OF CHEP 2001, 2001, : 341 - 344
  • [6] SYNODIC PERIOD - A RELATIVE ANGULAR VELOCITY APPROACH
    KUHARETZ, B
    PHYSICS TEACHER, 1985, 23 (03): : 164 - 164
  • [7] Relative and Absolute Station-Keeping for Two-Dimensional-Lattice Flower Constellations
    Arnas, David
    Casanova, Daniel
    Tresaco, Eva
    JOURNAL OF GUIDANCE CONTROL AND DYNAMICS, 2016, 39 (11) : 2596 - 2602
  • [8] COMPARISON OF SUNSPOT PERIODS WITH PLANETARY SYNODIC PERIOD RESONANCES
    WOOD, RM
    NATURE, 1975, 255 (5506) : 312 - 313
  • [9] NECKLACE THEORY ON FLOWER CONSTELLATIONS
    Casanova, Daniel
    Avendano, Martin
    Mortari, Daniele
    SPACEFLIGHT MECHANICS 2011, PTS I-III, 2011, 140 : 1791 - +
  • [10] THE LATTICE THEORY OF FLOWER CONSTELLATIONS
    Avendano, Martin
    Mortari, Daniele
    Davis, Jeremy J.
    SPACEFLIGHT MECHANICS 2010, PTS I-III, 2010, 136 : 1093 - +