Elevation of Großdietmanns, Niederösterreich, Austria

Großdietmanns, Niederösterreich, Austria is 815 m (2,674 ft) above sea level.

Großdietmanns's height from sea level is 815 metres, or 2,674 feet.

Ground within 4 km

690 m – 904 m

Mean 799 m across the 8.5 km square centred on the town, 214 m from its lowest cell to its highest.

Rank by elevation

1st of 261

among the towns of Niederösterreich, and 81st of 1,000 in Austria.

Nearest town

15.5 km to the N, at 545 m, 270 m lower.

Cross-section through Großdietmanns

Ground elevation along two lines through the town, 23.9 km end to end, one cell (about 1 km) per step. The red dot is Großdietmanns; the vertical scale is the same on both.

903558WE23.9 km
West to east: from 744 m at 12 km west to 734 m at 12 km east.
903558NS23.9 km
North to south: from 601 m at 12 km north to 766 m at 12 km south.
Shaded relief of the 50 km around Großdietmanns, drawn from the GMTED2010 grid
Relief, 50 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 Großdietmanns

TownDistanceDirectionElevationCompared
Zwettl-Niederösterreich 15.5 kmN 545 m (1,788 ft) −270 m
Pöggstall 17.1 kmS 507 m (1,663 ft) −308 m
Lichtenau im Waldviertel 18.1 kmE 635 m (2,083 ft) −180 m
Groß Gerungs 18.5 kmNW 690 m (2,264 ft) −125 m
Sankt Georgen am Walde (Oberösterreich) 22 kmSW 760 m (2,493 ft) −55 m

Peaks and passes near Großdietmanns

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

Where Großdietmanns is

Latitude 48.4666667, longitude 15.15. Open the map here to read the elevation of any point around the town.

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Großdietmanns elevation: 815 m (2,674 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 Großdietmanns'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.