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  1. Great Circle Calculator. By Ed Williams. ... 5/16/98 Changed the great circle radial and distance algorithm to one valid for unlimited distances. Previous was only valid for ranges up to one quarter of the earth's circumference in longitude. Note that the Vicenty algorithm for (ellipsoidal) course and distance may fail to converge correctly, or ...

  2. The Great Circle Mapper. Draw you flight path on a map and calculate the great circle distance in nautical miles and kilometers. Get estimated flight time by choosing an aircraft type or entering the cruising speed.Click in the large textfield above to enter all the airports of your flight route!

  3. Distance Output Earth model: Spherical (1'=1nm) WGS84/NAD83/GRS80 Clarke (1866)/NAD27 International Krasovsky Bessel (1841) WGS72 WGS66 FAI sphere User defined

  4. www.omnicalculator.com › math › great-circleGreat Circle Calculator

    18 sty 2024 · In our great circle calculator, we went for the WGS 84: a widespread model used even by GPS satellites. Here are the numbers: a = 6378137.8 m. a = 6 378 137.8\ \mathrm {m} a = 6378137.8 m; b ≈ 6356752.314140 m. b \approx 6 356 752.314140\ \mathrm {m} b ≈ 6356752.314140 m; and. f = 298.257223563.

  5. This calculator computes the great circle distance between two points on the earth's surface. The program is operated by entering two geographic points and then pressing the Calculate button. The entry form allows you to enter geographic position in degrees, minutes, and seconds.

  6. The great circle distance d between two points with coordinates {lat1,lon1} and {lat2,lon2} is given by: d=acos (sin (lat1)*sin (lat2)+cos (lat1)*cos (lat2)*cos (lon1-lon2)) A mathematically equivalent formula, which is less subject to rounding error for short distances is:

  7. Calculate the great circle distance between two points; Calculate the great circle distance between two addresses; Draw a direct route between two airports, or multiple airport pairs; Draw range rings (concentric circles) around a point; Calculate coordinates at a given bearing and distance

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