MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD

Pang Bo; Qiao Dong; Cheng Yu; Wen Changxuan

MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD

Pang Bo, Qiao Dong, Cheng Yu, Wen Changxuan

School of Aerospace Engineering

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › peer-review

1 Citation (Scopus)

Abstract

This paper investigates the multiple-pursuers/one-evader orbital pursuit-evasion game between spacecraft. Different from the classic one-pursuer/one-evader case, multiple pursuers results in an extremely complex terminal condition so that the Nash equilibrium is hard to find. To overcome this difficulty, a method based on the reachable set is proposed, which can help to analyze the terminal state of the game intuitively, find the Nash equilibrium, simplify the model, and thus improve the convergence of the problem. Numerical simulations show that the solution has high accuracy and the method is insensitive to the initial state of the spacecrafts.

Original language	English
Title of host publication	ASTRODYNAMICS 2020
Editors	Roby S. Wilson, Jinjun Shan, Kathleen C. Howell, Felix R. Hoots
Publisher	Univelt Inc.
Pages	4149-4168
Number of pages	20
ISBN (Print)	9780877036753
Publication status	Published - 2021
Event	AAS/AIAA Astrodynamics Specialist Conference, 2020 - Virtual, Online Duration: 9 Aug 2020 → 12 Aug 2020

Publication series

Name	Advances in the Astronautical Sciences
Volume	175
ISSN (Print)	0065-3438

Conference

Conference	AAS/AIAA Astrodynamics Specialist Conference, 2020
City	Virtual, Online
Period	9/08/20 → 12/08/20

Cite this

@inproceedings{bab55ffbc676493bbad6a02dd73a97ce,

title = "MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD",

abstract = "This paper investigates the multiple-pursuers/one-evader orbital pursuit-evasion game between spacecraft. Different from the classic one-pursuer/one-evader case, multiple pursuers results in an extremely complex terminal condition so that the Nash equilibrium is hard to find. To overcome this difficulty, a method based on the reachable set is proposed, which can help to analyze the terminal state of the game intuitively, find the Nash equilibrium, simplify the model, and thus improve the convergence of the problem. Numerical simulations show that the solution has high accuracy and the method is insensitive to the initial state of the spacecrafts.",

author = "Pang Bo and Qiao Dong and Cheng Yu and Wen Changxuan",

year = "2021",

language = "English",

isbn = "9780877036753",

series = "Advances in the Astronautical Sciences",

publisher = "Univelt Inc.",

pages = "4149--4168",

editor = "Wilson, {Roby S.} and Jinjun Shan and Howell, {Kathleen C.} and Hoots, {Felix R.}",

booktitle = "ASTRODYNAMICS 2020",

address = "United States",

}

MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD. / Bo, Pang; Dong, Qiao; Yu, Cheng et al.
ASTRODYNAMICS 2020. ed. / Roby S. Wilson; Jinjun Shan; Kathleen C. Howell; Felix R. Hoots. Univelt Inc., 2021. p. 4149-4168 (Advances in the Astronautical Sciences; Vol. 175).

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › peer-review

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T1 - MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD

AU - Bo, Pang

AU - Dong, Qiao

AU - Yu, Cheng

AU - Changxuan, Wen

PY - 2021

Y1 - 2021

N2 - This paper investigates the multiple-pursuers/one-evader orbital pursuit-evasion game between spacecraft. Different from the classic one-pursuer/one-evader case, multiple pursuers results in an extremely complex terminal condition so that the Nash equilibrium is hard to find. To overcome this difficulty, a method based on the reachable set is proposed, which can help to analyze the terminal state of the game intuitively, find the Nash equilibrium, simplify the model, and thus improve the convergence of the problem. Numerical simulations show that the solution has high accuracy and the method is insensitive to the initial state of the spacecrafts.

AB - This paper investigates the multiple-pursuers/one-evader orbital pursuit-evasion game between spacecraft. Different from the classic one-pursuer/one-evader case, multiple pursuers results in an extremely complex terminal condition so that the Nash equilibrium is hard to find. To overcome this difficulty, a method based on the reachable set is proposed, which can help to analyze the terminal state of the game intuitively, find the Nash equilibrium, simplify the model, and thus improve the convergence of the problem. Numerical simulations show that the solution has high accuracy and the method is insensitive to the initial state of the spacecrafts.

UR - http://www.scopus.com/inward/record.url?scp=85126191375&partnerID=8YFLogxK

M3 - Conference contribution

AN - SCOPUS:85126191375

SN - 9780877036753

T3 - Advances in the Astronautical Sciences

SP - 4149

EP - 4168

BT - ASTRODYNAMICS 2020

A2 - Wilson, Roby S.

A2 - Shan, Jinjun

A2 - Howell, Kathleen C.

A2 - Hoots, Felix R.

PB - Univelt Inc.

T2 - AAS/AIAA Astrodynamics Specialist Conference, 2020

Y2 - 9 August 2020 through 12 August 2020

ER -

MULTIPLE-PURSUER/ONE-EVADER ORBITAL PURSUIT– EVASION GAME BASED ON REACHABLE SET METHOD

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