How far is Voronezh from the sea?

Voronezh lies well inland, 487 km (303 miles) from the nearest coastline in a straight line. The nearest stretch of coast is in Rostov, Russia.

To the coast

487 km

303 miles · straight line

Nearest land border

180 km

with Ukraine

Setting

Far inland

217th farthest from the sea of 861 cities

VoronezhNearest point on the coast

How far are you from the sea?

Measure from where you are standing. On a phone this uses GPS, so the answer is for your exact spot, not the city centre.

Voronezh at a glance

Coordinates
51.6683° N, 39.1920° E
Region
Voronezh, Russia
Distance to the coast
487 km (303 miles), in a straight line
Nearest point on the coast
47.2888° N, 39.1004° E (Rostov, Russia)
Nearest land border
180 km (112 miles), with Ukraine
Among Russia's cities
11th farthest from the sea of the 14 cities measured

Nearby cities and the coast

CityCountryTo the coast
KharkivUkraine335 km (208 miles)
MoscowRussia637 km (396 miles)
Rostov-on-DonRussia35 km (22 miles)
VolgogradRussia415 km (258 miles)
Nizhniy NovgorodRussia902 km (561 miles)
KyivUkraine410 km (255 miles)

Explore Russia

Questions

How far is Voronezh from the sea?

Voronezh lies well inland, 487 km (303 miles) from the nearest coastline in a straight line. The nearest stretch of coast is in Rostov, Russia.

Is that the driving distance?

No. 487 km (303 miles) is the straight-line distance from the city centre to the nearest point on the shore. The drive to a beach is longer, often much longer, and depends on the roads.

How far is Voronezh from the nearest border?

Voronezh is 180 km (112 miles) from the nearest land border, with Ukraine, in a straight line.

Where in Voronezh is this measured from?

From the city's centre point (51.6683° N, 39.1920° E). A large city spreads out, so some neighbourhoods are closer to the sea than this and some farther. For an exact figure from where you are, use your own location.

Measured by MapGO on October 19, 2026 with the same coastline data as the distance to coastline calculator. All distances are straight lines over the Earth's surface.