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Multiscale sensing with stochastic modeling

Diane Budzik, Amarjeet Singh, Maxim A. Batalin, William J. Kaiser

Year
2009
Citations
3

Abstract

Many sensing applications require monitoring phenomena with complex spatio-temporal dynamics spread over large spatial domains. Efficient monitoring of such phenomena would require an impractically large number of static sensors; therefore, actuated sensing - mobile robots carrying sensors - is required. Path planning for these robots, i.e., deciding on a subset of locations to observe, is critical for high fidelity monitoring of expansive areas with complex dynamics. We propose MUST - a multiscale approach with stochastic modeling. MUST is a hierarchical approach that models the phenomena as a stochastic Gaussian process that is exploited to select a near-optimal subset of observation locations. We discuss in detail our proposed algorithm for the application of monitoring light intensity in a forest understory. We performed extensive empirical evaluations both in simulation using field data and on an actual cabled robotic system to validate the effectiveness of our proposed algorithm.

Keywords

Computer scienceGaussian processMotion planningProcess (computing)RobotMobile robotStochastic processField (mathematics)FidelityExpansive

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