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A Bayesian approach to predicting risk of loss during Autonomous Underwater Vehicle missions

Record type: Article

Autonomous Underwater Vehicles (AUVs) are effective platforms for science research and monitoring, and for military and commercial data-gathering purposes. However, there is an inevitable risk of loss during any mission. Quantifying the risk of loss is complex, due to the combination of vehicle reliability and environmental factors, and cannot be determined through analytical means alone. A critical step in assessing risk uses expert judgment of the fault history of the vehicle, and, consequently, what affect faults or incidents have on the probability of loss in a defined environment. However, formal expert judgment is a time-consuming process, and a method is needed to broaden the applicability of judgments beyond the narrow confines of an elicitation for a defined environment. We propose and explore a solution founded on a Bayesian Belief Network, where the results of the expert judgment elicitation are taken as the initial prior probability of loss. The design of the network topology captures the causal effects of the environment separately on the vehicle and on the support platform, and combines these to produce an updated probability of loss. Complementary expert knowledge is included within the conditional probability tables of the Bayesian Belief Network. To illustrate the process, the case of an AUV operating under sea ice cover is considered, and the affects of ice concentration, thickness and vessel capability explored.

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Citation

Brito, Mario and Griffiths, Gwyn (2016) A Bayesian approach to predicting risk of loss during Autonomous Underwater Vehicle missions Reliability Engineering & System Safety, 146, (2), pp. 55-67. (doi:10.1016/j.ress.2015.10.004).

More information

Published date: February 2016
Keywords: Bayesian networks, Survival statistics, Expert judgment elicitation, Autonomous vehicles
Organisations: National Oceanography Centre, Southampton Business School

Identifiers

Local EPrints ID: 69181
URI: http://eprints.soton.ac.uk/id/eprint/69181
PURE UUID: 96bbd9d2-1d42-4c3c-9b03-5652a210ec5f

Catalogue record

Date deposited: 22 Oct 2009
Last modified: 19 Jul 2017 00:13

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