Subject: Re: double line bug & nautical miles
Date: Nov 25, 2001 @ 03:27
Author: orc@orcoast.com (orc@...)
Prev    Post in Topic    Next [All Posts]
Prev    Post in Time    Next


grant



> Michael:

> > it is n46d15m precisely to as many digits of zero as you like

>

> Working to the nearest metre (the US nautical league comes out at a

> pleasing 5555m),



such fortunate coincidence only enhances your already sensible choice of the integral meter for the first try



still pertinent for a followup try or tries are the actual next 5 digits of the metric united states nautical league

since i believe at least 4 of them would be legally & scientifically significant

but i am admittedly ahead of myself because a full meter is the window of choice & opportunity here

while my curiosity embraces not only the tripoint in the abstract but also its threshold of authenticity

or window of reality

or what might be called the range or even yikes the area of the point



> I make 3nm US to be .0720365 degrees of longitude

> measured along the N46d15m parallel, which puts your tripoint at:

>

> N46d15m00.00s W124d09m19.33s



excellent

that appears to get it down to about the square foot

even if it pretends a little to improve on your basic meter



in any case we have credibly plotted the first of the 20 united states federal maritime tripoints well beyond most gps range

& that accomplishment alone substantially advances a 2year quest



> A bit of faffing around with spherical trig comes up with a

> reassuringly close value measured along the west-looking great circle:

>

> N46d14m59.92s W124d09m19.33s

>

> That 0.08s difference to the south means that the westward line of

> sight comes out 2.5m farther to the south at 3nm than the westward

> parallel of latitude. (The tripoint necessarily also shifts

> submillimetrically eastwards, but not something that can be worried

> about with a boat and a GPS.)



yes all this is reassuring



& do you agree i can run the computation out to the 5th decimal place without any loss of authenticity by simply using the full 5 decimal places of the submillimetric nautical mile standard



it seems so to me

& i think i can just continue to solve it from here as a ratio problem since you have given me 3 of the 4 terms

but i might also be over my head mathematically



heck i just confused a loxodrome for a great bagel route



m