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Risk theory based solution to the problem of optimal vessel route
-
Valeriy I. Agoshkov
,
Robert Aps
Published/Copyright:
April 8, 2014
Abstract
The problem of ship route optimization is studied in the paper. A functional is introduced so that it includes the terms corresponding to the deviation of the ship trajectory from the preliminary route and to the risk of crossing for the trajectories of the ship and a dynamically moving dangerous object. Theminimization problem of the introduced functional is posed to determine the optimal route of the ship. The problem is studied for the solvability, the existence, and uniqueness conditions are obtained for the solution. Results of numerical experiments are presented.
Keywords : Valuation of vessel route; risk theory nonlinear problem; solvability conditions of variational problem.
Published Online: 2014-4-8
Published in Print: 2014-4-1
© 2014 by Walter de Gruyter Berlin/Boston
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Keywords for this article
Valuation of vessel route;
risk theory nonlinear problem;
solvability conditions of variational problem.
Articles in the same Issue
- Masthead
- Risk theory based solution to the problem of optimal vessel route
- Dynamics of gas admixtures and aerosols in forest and peat fires
- The problem of control of oil pollution risk in the Baltic Sea
- General sensitivity analysis in data assimilation
- The Baltic Sea circulation modelling and assessment of marine pollution
