This report presents an optimization model to maximize the survival probability of a carrier operating in a Battle Group (BG) environment given AAW (anti-air warfare) and ASW (anti-sub warfare) resources. The model is a static, probabilistic, two-dimensional representation. Developed are several probabilistic and parametric relationships, including: (1) the probability that a ship kills a target; (2) the optimum intercept distance; (3) the effect of the ships' distance to the carrier; (4) the probability distributions of the targets, and (5) the survival probability of the carrier. The solution to the problem is the optimum location of the AAW and ASW ships with respect to the carrier; those locations that maximize the probability of survival of the carrier, from the AAW and ASW threats.
Optimal Ship Positions for Naval Battle Group Defense Problems
1983
207 pages
Report
No indication
English
Antisubmarine Warfare , Antiaircraft Defense Systems , Military Operations, Strategy, & Tactics , Antisubmarine warfare , Antiaircraft defense systems , Mathematical models , Optimization , Operational effectiveness , Military strategy , Naval operations , Survivability , Probability distribution functions , Kill probabilities , Threat evaluation , Operations research , Interception probabilities , Game theory , Computer programs , Input output processing , Data processing , Battle groups
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