Purpose: Calculate coordinates at a specific bearing and distance from your position (line-of-sight navigation).
Example: You're on a beach and spot a shark 500 meters offshore at bearing 270° (due West). Enter your location, bearing 270°, distance 0.5 km → calculates the shark's approximate coordinates for reporting to authorities.
Purpose: Calculate total distance along a multi-point path (coastal patrol, property boundary, search pattern, etc.)
latitude,longitudeExample - Coastal Patrol Route:
-33.9258,18.4232 -33.9268,18.4245 -33.9275,18.4258 -33.9282,18.4270
Great-circle arc: The shortest path between two points on a sphere (like Earth). Think airline routes that curve on a flat map ✈️🌍
Haversine formula: The mathematical formula used to calculate great-circle distance between two latitude/longitude points.
Are they the same? Yes, in practice. When someone says "great-circle distance" or "haversine distance," they mean the same result.
Technical note: Haversine assumes Earth is a perfect sphere. More advanced formulas (Vincenty, Karney) use an ellipsoid and are slightly more accurate over very long distances. For hiking, sailing, GPS outdoor apps, and these calculators → Haversine is the correct choice.
© 2026 George Blom (G.I.P.) (George in Plett)
Licensed under the MIT License