论文信息 - Close Approach Analysis Between Space Object - 字舞流文

Close Approach Analysis Between Space Object

An introduction to the analytical and numerical methods commonly applied to the space object approaching analysis is unfolded.

Ke-Bo Li | Yan-Gang Liang | Xian-Zong Bai | Lei Chen

[1] Giovanni F. Gronchi,et al. An Algebraic Method to Compute the Critical Points of the Distance Function Between Two Keplerian Orbits , 2005 .

[2] Qiu Hong-xing. A Study of Collision Analysis Method for Spacecraft , 2005 .

[3] Konstantin V. Kholshevnikov,et al. On the Distance Function Between Two Keplerian Elliptic Orbits , 1999 .

[4] G. Gronchi,et al. On the uncertainty of the minimal distance between two confocal Keplerian orbits , 2007 .

[5] H. Klinkrad. Space Debris: Models and Risk Analysis , 2006 .

[6] David B. Spencer,et al. Satellite Close-Approach Filtering Using Genetic Algorithms , 2003 .

[7] P. Dybczyński,et al. On the minimum distance between two Keplerian orbits with a common focus , 1986 .

[8] Felix R. Hoots. The future of artificial satellite theories Hybrid ephemeris compression model , 1997 .

[9] Martin Berz,et al. Computing the critical points of the distance function between two Keplerian orbits via rigorous global optimization , 2010 .

[10] Salvatore Alfano,et al. Determining satellite close approaches , 1992 .

[11] Salvatore Alfano. Determining satellite close approaches, part 2 , 1994 .

[12] Heiner Klinkrad,et al. Collision Risk Assessment with a `Smart Sieve' Method , 2002 .

[13] Linda L. Crawford,et al. An analytic method to determine future close approaches between satellites , 1984 .