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Distance from Belgrade to Saint Petersburg

The straight-line distance from Belgrade, Serbia to Saint Petersburg, Russia is 1,809 km (1,124 miles).Saint Petersburg is NNE of Belgrade.

Distance (km)

1,809

straight line

Distance (miles)

1,124

straight line

Flight Time

2 hr 48 min

estimated direct

Direction

NNE

18° bearing

Transport Comparison: Belgrade to Saint Petersburg

ModeEstimated TimeDistanceNotes
Flight2 hr 48 min1,809 kmDirect flight at 800 km/h avg cruise speed
Driving29 hr 24 min~2,352 kmAvg 80 km/h, +30% route factor

All times are estimates based on straight-line distance. Actual travel times vary by route, stops, and conditions.

Belgrade to Saint Petersburg: Key Details

FromBelgrade, Serbia
ToSaint Petersburg, Russia
Straight-line Distance1,809 km (1,124 miles)
Bearing18° (NNE)
Coordinates (Belgrade)44.7866°, 20.4489°
Coordinates (Saint Petersburg)59.9343°, 30.3351°

Country Profiles

Frequently Asked Questions

How far is Belgrade from Saint Petersburg?

The straight-line (as the crow flies) distance from Belgrade to Saint Petersburg is 1,809 km (1,124 miles). Saint Petersburg is NNE of Belgrade.

How long is the flight from Belgrade to Saint Petersburg?

A direct flight from Belgrade to Saint Petersburg takes approximately 2 hr 48 min, based on an average cruising speed of 800 km/h plus time for takeoff and landing.

How long does it take to drive from Belgrade to Saint Petersburg?

Driving from Belgrade to Saint Petersburg takes approximately 29 hr 24 min. This estimate assumes an average speed of 80 km/h with a 30% route factor for indirect roads. Actual time will vary based on road conditions, traffic, and the specific route taken.

What direction is Saint Petersburg from Belgrade?

Saint Petersburg is NNE (18 degrees) from Belgrade.

What is the distance from Saint Petersburg to Belgrade?

The distance from Saint Petersburg to Belgrade is the same: 1,809 km (1,124 miles). Distance between two points is the same in either direction.

Other Distance Calculations

Distances calculated using the Haversine formula (great-circle distance). Travel time estimates are approximate.

Coordinates sourced from public geographic databases.