Elevation of Danilovgrad, Montenegro

Danilovgrad, Montenegro is 51 m (167 ft) above sea level.

Danilovgrad's height from sea level is 51 metres, or 167 feet.

Also written: Даниловград.

Ground within 4 km

44 m – 791 m

Mean 162 m across the 8.9 km square centred on the town, 747 m from its lowest cell to its highest.

Rank by elevation

45th of 59

among the towns of Danilovgrad, and 642nd of 729 in Montenegro.

Nearest town

1 km to the SW, at 53 m, 2 m higher.

Cross-section through Danilovgrad

Ground elevation along two lines through the town, 25 km end to end, one cell (about 1 km) per step. The red dot is Danilovgrad; the vertical scale is the same on both.

1,399-57WE25 km
West to east: from 942 m at 13 km west to 569 m at 13 km east.
1,399-57NS25 km
North to south: from 1,297 m at 13 km north to 382 m at 13 km south.
Shaded relief of the 52 km around Danilovgrad, drawn from the GMTED2010 grid
Relief, 52 km across, north up; the ring marks the town.

Shading is a north-west light over the grid's own slopes. Colour follows elevation: sea level and below, 0–200 m, 500 m, 1,000 m, 2,000 m, 3,500 m, 5,000 m and above.

Towns near Danilovgrad

TownDistanceDirectionElevationCompared
Podglavica 1 kmSW 53 m (174 ft) +2 m
Lalevići 1.5 kmNW 62 m (203 ft) +11 m
Sekulići 1.7 kmE 59 m (194 ft) +8 m
Gorica 2 kmNE 51 m (167 ft) same
Vučica 2.2 kmN 125 m (410 ft) +74 m

Peaks and passes near Danilovgrad

Summit heights from GeoNames (CC BY 4.0), within 25 km; only summits higher than the town are listed.

Where Danilovgrad is

Latitude 42.55566, longitude 19.105709. Open the map here to read the elevation of any point around the town.

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Danilovgrad elevation: 51 m (167 ft) above sea level

A small badge with the town's elevation, linking back here. The number updates if the grid reading ever changes.

About this reading

The elevation is the value of the GMTED2010 terrain grid (USGS/NGA, 30 arc-second cells of about 1 km) at Danilovgrad's recorded coordinates. It is the height of the ground in that cell, not of any building; a town on a slope spans several cells, and the range above says how much that matters here.