Chapter
Apr 26, 2012
Vessel Collision Avoidance in Close-Quarter Situation Using Differential Games
Publication: International Conference on Transportation Engineering 2007
Abstract
In solving collision avoidance problem of two vessels in close-quarter situation, differential game theory is introduced to investigate anti-collision strategy in close-quarter situations. Mathematical model using differential game theory for collision avoidance is formulated. The collision avoidance problem in urgent situation is converted into differential games problem. By differential games method, the optimal controlling strategies for the two vessels are deducted from the mathematical model. Numerical simulation of various meeting situations is performed. The research indicates that the controlling strategy is optimal when they have the same acceleration direction. It is also shown that difFerential game theory is an effective tool in dealing with collision avoidance problems.
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© 2007 American Society of Civil Engineers.
History
Published online: Apr 26, 2012
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ASCE Technical Topics:
- Business management
- Decision making
- Engineering fundamentals
- Game theory
- Infrastructure
- Mathematical models
- Mathematics
- Models (by type)
- Navigation (waterway)
- Numerical models
- Practice and Profession
- Ship collisions
- Traffic engineering
- Traffic management
- Traffic safety
- Transportation engineering
- Water transportation
Authors
Affiliations
Merchant Marine College, Shanghai Maritime University, 1550 Pudong Avenue, Shanghai 200135, P.R. China. E-mail: [email protected]
Ming-ming Zhang
Merchant Marine College, Shanghai Maritime University, 1550 Pudong Avenue, Shanghai 200135, P.R. China
Jing Peng
Merchant Marine College, Shanghai Maritime University, 1550 Pudong Avenue, Shanghai 200135, P.R. China
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