Distance from Avrig to Moscow
Straight line
By road
Travel time
Direction
Open in the calculator (stops, directions, fuel cost) → Moscow → Avrig
How far is Avrig from Moscow?
Avrig (Romania) and Moscow (Russia) are quite far apart: 1,451 km in a straight line, that is 901 miles or 783 nautical miles. The distance is measured over the Earth's surface (WGS84 ellipsoid) along the shortest possible path.
By road, Avrig to Moscow is 2,206 km (1,371 miles), about 29 h 37 min by car on the fastest route, without traffic or stops. The road is 52% longer than the straight line.
From Avrig, Moscow lies to the north-east (initial bearing 35°). The route crosses from Romania into Russia. The halfway point is at 50.9197°, 30.2857°.
A direct flight would take about 2 h 19 min (800 km/h cruise plus take-off and landing). The road distance and driving time are calculated on the map from OpenStreetMap roads.
Other distances from Avrig
- Avrig – Cisnădie 18 km
- Avrig – Sibiu 20 km
- Avrig – Victoria 25 km
- Avrig – Agnita 33 km
- Avrig – Făgăraș 48 km
- Avrig – Mediaș 50 km
- Avrig – Blaj 62 km
- Avrig – Sighișoara 64 km
- Avrig – Sebeș 68 km
Other distances from Moscow
- Moscow – Nizhniy Novgorod 402 km
- Moscow – Vitebsk 471 km
- Moscow – Mahilyow 508 km
- Moscow – Homyel' 568 km
- Moscow – Sumy 569 km
- Moscow – Babruysk 615 km
- Moscow – Chernihiv 630 km
- Moscow – Saint Petersburg 634 km
- Moscow – Kharkiv 648 km
Frequently asked questions
How far is Avrig from Moscow?
By road it is 2,206 km (1,371 miles) from Avrig to Moscow; in a straight line it is 1,451 km (901 miles).
How long is the drive from Avrig to Moscow?
About 29 h 37 min on the fastest route (2,206 km), without traffic or stops.
In which direction is Moscow from Avrig?
Moscow is to the north-east of Avrig, at an initial bearing of 35°.
How long is the flight from Avrig to Moscow?
A direct flight would take about 2 h 19 min at an average cruising speed of 800 km/h.
How is the distance calculated?
The straight-line distance is computed on the WGS84 ellipsoid with the Vincenty formula, accurate to the metre. The road distance comes from OpenStreetMap roads.