Cities near Ústí nad Orlicí

Ústí nad Orlicí is a city of 15,151 inhabitants in Czechia. The most populous cities near Ústí nad Orlicí within 100 km are Brno, Wałbrzych, Olomouc. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Ústí nad Orlicí.

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Latitude: 49.9739° Longitude: 16.3936° Population: 15,151 Timezone: Europe/Prague
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Nearby cities 71 cities found

Sorted by population, from largest to smallest. Distances are measured as the crow flies.

City Country Distance Population
Brno Czechia 87.9 km 379,466
Wałbrzych Poland 89.0 km 127,431
Olomouc Czechia 74.6 km 99,496
Hradec Králové Czechia 47.8 km 90,596
Pardubice Czechia 44.7 km 88,520
Brno střed Czechia 88.1 km 86,685
Świdnica Poland 97.0 km 60,351
Jihlava Czechia 86.4 km 50,108
Nysa Poland 87.0 km 47,283
Prostějov Czechia 76.0 km 43,408
Přerov Czechia 95.4 km 40,906
Třebíč Czechia 92.1 km 34,530
Dzierżoniów Poland 85.8 km 34,168
Kolín Czechia 85.5 km 33,444
Trutnov Czechia 73.7 km 31,398
Bielawa Poland 81.4 km 29,232
Šumperk Czechia 41.3 km 28,768
Kłodzko Poland 54.7 km 25,717
Nowa Ruda Poland 67.8 km 24,753
Líšeň Czechia 88.0 km 24,563
Havlíčkův Brod Czechia 71.3 km 24,356
Královo Pole Czechia 84.4 km 24,212
Chrudim Czechia 42.9 km 23,630
Prudnik Poland 92.6 km 23,343
Świebodzice Poland 98.6 km 23,228
Bystrc Czechia 83.7 km 22,685
Krnov Czechia 94.5 km 22,518
Kamienna Góra Poland 93.6 km 21,743
Kutná Hora Czechia 80.6 km 21,642
Náchod Czechia 51.9 km 21,263
Vyškov Czechia 88.9 km 20,645
Žďár nad Sázavou Czechia 56.2 km 20,404
Blansko Czechia 70.3 km 20,002
Žabovřesky Czechia 85.5 km 19,387
Židenice Czechia 88.3 km 18,920
Boguszów-Gorce Poland 87.9 km 16,726
Jičín Czechia 90.3 km 16,328
Dvůr Králové nad Labem Czechia 65.5 km 16,150
Svitavy Czechia 24.8 km 16,073
Poděbrady Czechia 92.9 km 15,232
Głuchołazy Poland 80.1 km 15,120
Bruntál Czechia 76.6 km 15,037
Česká Třebová Czechia 8.5 km 15,010
Ząbkowice Śląskie Poland 74.7 km 15,004
Nymburk Czechia 99.3 km 14,373
Řečkovice Czechia 81.4 km 13,423
Zábřeh Czechia 35.7 km 13,320
Šternberk Czechia 70.3 km 13,239
Vrchlabí Czechia 91.5 km 12,898
Jaroměř Czechia 54.2 km 12,831
Boskovice Czechia 57.4 km 12,508
Vysoké Mýto Czechia 16.7 km 12,293
Bohunice Czechia 90.7 km 11,961
Kuřim Czechia 75.7 km 11,860
Velké Meziříčí Czechia 74.1 km 11,753
Rychnov nad Kněžnou Czechia 22.7 km 11,695
Kohoutovice Czechia 87.3 km 11,597
Starý Lískovec Czechia 90.8 km 11,538
Uničov Czechia 56.8 km 11,237
Vinohrady Czechia 87.5 km 11,202
Humpolec Czechia 88.5 km 10,914
Kowary Poland 99.3 km 10,869
Jeseník Czechia 64.4 km 10,456
Hlinsko Czechia 42.0 km 10,411
Bystrzyca Kłodzka Poland 40.5 km 10,375
Kudowa-Zdrój Poland 53.2 km 10,176
Litomyšl Czechia 13.1 km 10,146
Nové Město nad Metují Czechia 44.7 km 10,126
Nové Město na Moravě Czechia 51.3 km 10,098
Litovel Czechia 57.6 km 10,062
Čáslav Czechia 72.2 km 10,025

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The Cities Near tool lets you explore all populated places within a chosen radius of any city in the world. Enter a city, pick a radius (50, 100, 200, or 500 km), and get an instant interactive map and list — sorted from most to least populous.

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How does the distance calculation work?

Distances are calculated using the Haversine formula, which gives the great-circle distance between two points on a sphere — the shortest path over the Earth's surface. The result is accurate to within a few kilometres for most city pairs. Note that the Haversine formula assumes a perfectly spherical Earth; the true Earth is slightly flattened, so very long distances may differ by up to 0.5% from the exact geodetic distance.

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The distance shown is the straight-line great-circle distance (as the crow flies), not the road distance. Road distances are always longer due to routes, terrain, and urban layouts. This tool is intended for geographic exploration, not navigation.

What data source is used?

City data comes from the GeoNames geographical database, which aggregates official government sources worldwide. It includes name, coordinates, population, country, and timezone for over 70,000 populated places. Coordinates are accurate to 4–6 decimal places.


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