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  1. 21 gru 2022 · d = rcos-1[cosA.cosB.cos (X-Y) + sinA.sinB] where, r represents the radius of Earth which is approximately 6400 kilometers or 3959 miles, A and B show the latitude of the place, And lastly, the longitudes are presented by X and Y. How to Find Great Circle Distance Using Excel Formula: Step-by-Step Procedures.

  2. As found here by BrianAdkins, this Excel formula to calculate distance between two latitude/longitude points works for me both in LibreOffice Calc and Microsoft Excel 2013: =ACOS(COS(RADIANS(90-A1))*COS(RADIANS(90-A2))+SIN(RADIANS(90-A1))*SIN(RADIANS(90-A2))*COS(RADIANS(B1-B2)))*6371.

  3. 28 mar 2016 · After much googling most of what I can find either relates to calculating distance, or calculates using an equirectangular projection. The closest I could find is the formula: θ = atan2( sin Δλ cos φ2 , cos φ1 sin φ2 sin φ1 cos φ2 cos Δλ ) which when using excel needs to be reversed: =ATAN2(COS(lat1)*SIN(lat2)-SIN ...

  4. 1 lut 2012 · I just use great circle mapper as you've suggested to work out great circle distances, but i prefer the original gc.kls2.com rather than the new gcmap.com. medhead. Suspended. Joined. Feb 13, 2008. Posts. 19,074. Feb 1, 2012. #3. I started to do this using a great circle formula.

  5. DOWNLOAD. Formulas. calculation for incr. latitude. formula : ( 7915,7 * log tan (45° + lat/2)) - (3437,7 * e*e * sine lat) course (c.) or (bearing) rhumb. formula : tang. c. = longitude difference/increased latitude difference. loxodromic distance (rhumb line) c. < 45° = latititude diff. * sec c.

  6. Excel Formulas for Distance. There are numerous Excel worksheet functions that will return an initial heading from one point to the destination point for a Great Circle path between them and similar formulas to return the distance between them.

  7. Q: How does the Great Circle Mapper calculate distances and paths? A: The Great Circle Mapper uses formulae developed by Thaddeus Vincenty to perform geodesic calculations with modifications by Charles Karney based on work by Friedrich Bessel to improve performance and accuracy.

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