A Statistical Coverage Problem

This paper discusses the total expected coverage of a target subjected to several shots, each of which has circularly symmetric aiming errors. Both point and diffuse targets are considered and the various aiming points are arbitrary with respect to the target center. For the particular case in which...

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Veröffentlicht in:IEEE transactions on aerospace and navigational electronics 1965-06, Vol.12 (2), p.109-112
1. Verfasser: Eaton, Conrad F.
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description This paper discusses the total expected coverage of a target subjected to several shots, each of which has circularly symmetric aiming errors. Both point and diffuse targets are considered and the various aiming points are arbitrary with respect to the target center. For the particular case in which the expected coverage is proportional to the exponent of the square of the distance between the impact point and the target, closed-form expressions are derived. The results have application to the evaluation of various weapon systems, targeting strategy, and two-dimensional search theory.
doi_str_mv 10.1109/TANE.1965.4319321
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Both point and diffuse targets are considered and the various aiming points are arbitrary with respect to the target center. For the particular case in which the expected coverage is proportional to the exponent of the square of the distance between the impact point and the target, closed-form expressions are derived. The results have application to the evaluation of various weapon systems, targeting strategy, and two-dimensional search theory.</abstract><pub>IEEE</pub><doi>10.1109/TANE.1965.4319321</doi><tpages>4</tpages></addata></record>
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subjects Acoustic arrays
Detectors
Gaussian noise
Matched filters
Nonlinear filters
Passive filters
Radar detection
Sensor arrays
Signal to noise ratio
Sonar detection
title A Statistical Coverage Problem
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