City Distance Calculator: Great-Circle Comparison

The City Distance Calculator estimates great-circle distance between two reviewed city-center coordinates using the Haversine formula and a stated mean Earth radius.

The answer follows an idealized surface arc. It is not a driving route, flight path, or border-to-border measurement.

Choose two reviewed city centers

The result shows kilometers, miles, and the coordinate evidence used.

From coordinates to distance

The calculation converts two coordinate pairs into one central angle, then into a surface distance.

  1. Convert latitude and longitude to radians.
  2. Use the Haversine formula to find the central angle.
  3. Multiply by a mean Earth radius of 6,371.0088 km.
  4. Convert the same distance to miles and round the display.

What the input represents

Input
One reviewed latitude and longitude near each city center.
Method
A reproducible great-circle calculation.
Limit
No road, terrain, border, or transport network is modeled.