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    Re: Testing pocket sextant; Hamburg shops etc.
    From: Alexandre Eremenko
    Date: 2006 Jun 15, 02:50 -0400

    Dear Bill,
    
    > Understood. Still, assuming you are doing things correctly and the
    > instrument isn't at fault, about the only thing that could throw a beach
    > shot off to that extent is dip.
    
    That's what I am inclined to believe too.
    There was strong glare of the sea under the Sun.
    Having no horizon filter, I could misjudge what the real
    horizon was. Two observations using the shoreline seem
    to confirm this. But still, taking the shoreline
    instead of the horizon, I would expect an OVERSHOT rather than
    and UNDERSHOT.
    
    Yesterday I made a tour of Hamburg shops.
    There are many interesting things there.
    For the first time I could handle a real reflection circle
    (German, by Pistor and Martens, late XIX century).
    
    Unfortunately , German antique dealers heavily polish all
    sextants before they go on display. So practically on all of them
    the silver scale becomes unreadable:-(
    
    The prices are enormous. A pocket sextant of the type I have
    by Troughton and Simms costs 900 Euros.
    (I bought my one for $200 on e-bay).
    An average early XX century sextant is about 1000 EU
    (polished and thus unusable). An early XIX century chronometer
    is 4000 EU, working.
    
    A real XIX century backstaff (all of wood, a really rare thing)
    goes for 5000 EU. Same for a "boat mortar" of the type described
    in Forester's "Admiral Hornblower in the W Indies".
    (I suppose transportation of this mortar overseas would
    cost about the same. See Forester's beautiful description of
    transportation of such mortar few miles up a river:-)
    
    Also found a place where they resilver mirrors and test
    sextants. Of the modern sextants have seen only Freibergers,
    at 1200 EU full size, and 700 Euros "yacht".
    
    > The upshot was that Frank was using the height of Chicago Buildings (and
    > there differences) to calculate distance. His calculations did not match
    > actual measurements.
    > Possible reasons included the refraction index(s) used
    > in Bowditch formulas and hefty anomalous dip (thermal inversions).
    
    He probably measured their height above the lake level.
    While actually they are not standing on the lake level,
    and I don't see how one can measure the actual height of
    the building from the ground level from a distance.
    
    > "I've just received an offprint of a new article by Andrew T Young, of
    > the Astronomy Deparment, San Diego State University, "Understanding
    > Astronomical Refraction", which has recently appeared in the journal
    > "The Observatory"(Vol. 126, no. 1191, pp. 82-115, 2006 April.)"
    
    Have you seen the paper? Is it available on the web?
    
    Alex.
    
    
    

       
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