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Re: The Geometry of Elliptical Probability Contours for a Fix using Multiple Lines of Position
From: Bill Lionheart
Date: 2019 Aug 17, 13:57 +0100
From: Bill Lionheart
Date: 2019 Aug 17, 13:57 +0100
Dear James I would be very happy to correspond with you more on SAR procedures. It is very interesting. You have the DF bearings from the 121MHz locator beacon on and EPIRB presumably, or on a VHF transmission? Uncertainty in a casualty drifing can also be encorporated in teh same framework and still gives an ellipse of uncertainty in the simplest case. My work email address is bill.lionheart@manchester.ac.uk I just put a copy of the paper (as submitted) on our local preprint server http://eprints.maths.manchester.ac.uk/2725/ Which is easier than the way the JoN links, for example you can print it. The official version has some small improvements and looks better. Bill On Fri, 16 Aug 2019 at 21:17, James F Campbellwrote: > > I should like to know how to obtain a copy of the subject article. > > I was a member of the R.I.N. for years and finally gave up membership when the price got to be a wee bit to high. > > I have an interest in the subject because I share responsibility for a Search and Rescue Course based on the manual method outlined in Volume 2 of the International Aeronautical and Maritime Search and Rescue Manual (IAMSAR). When a mariner in distress gives a Rescue Coordination Center (RCC) their position, an error factor is assigned to that positon. That factor, along with others, is used in the computations that lead to developing the Search Area into which a Search and Rescue Unit (SRU) is deployed. A position based on two Radio Direction Finding (RDF) bearings is a doozy to solve; see appendix Q Bowditch 1977 and 1984, volume 1 and the 2017/2019 Bowditch, Chapter 3, volume 2. The Admiralty Manual of Navigation, Chapter 16 and appendices thereto, give a 'quick and dirty' error calculation. But it has deficiencies when contrasted to the 95% ellipse that the Bowditch formulae give. A three bearing solution - well that sounds very interesting (apologies to Arte Johnson! > > James F. Campbell > Instructor > > U.S. National SAR School > >