Distance Calculator

Distance, Coordinates & Geodesic Calculator

Calculate Haversine great-circle distances, map scale pacing, and 2D/3D Euclidean geometric spans

City / Airport Route Presets

Output Unit

Point A (Origin)

Latitude 1 (°N / °S) -90° (South) to +90° (North)

Longitude 1 (°E / °W) -180° (West) to +180° (East)

Point B (Destination)

Latitude 2 (°N / °S) -90° (South) to +90° (North)

Longitude 2 (°E / °W) -180° (West) to +180° (East)

Great-Circle Geodesic Distance

3,461.2 Miles

5,570.2 km • 3,007.7 Nautical Miles

Initial True Bearing 51.2° (NE) Forward departure compass track

Commercial Flight Time 6h 55m Cruising at ~500 mph (805 km/h)

Antipodal Distance 8,989.8 mi Remaining arc to exact opposite globe point

Earth Circumference Ratio 13.9% Share of equatorial orbit (24,901 mi)

Calculation Method

Measured Map Distance

Measurement Unit

Cartographic Scale Preset

Real Ground Distance

1.32 Kilometers

0.82 Miles • 1,320 Meters (4,330.7 ft)

Walking Duration Estimate 16 Minutes At steady 3.1 mph (5.0 km/h) pace

Running / Jogging Time 8 Minutes At moderate 6.2 mph (10 km/h) pace

Total Linear Feet 4,330.7 ft Survey engineering standard

Equivalent Step Count ~1,732 Steps Assuming 30-inch average stride

Spatial Dimension

Coordinate Point 1 (X₁, Y₁, Z₁)

X₁

Y₁

Z₁

Coordinate Point 2 (X₂, Y₂, Z₂)

X₂

Y₂

Z₂

Euclidean Direct Distance

9.950 Units

Midpoint: (4.50, 6.50, 8.50)

Manhattan / Taxicab Distance 17.000 Units |ΔX| + |ΔY| + |ΔZ| grid traversal

Chebyshev / Chessboard Metric 7.000 Units Maximum single coordinate offset

Delta Components (ΔX, ΔY, ΔZ) 5.0, 5.0, 7.0 Dimensional displacements

Vector Magnitude Squared (d²) 99.000 Sum of squared differences