Cities near Orlová

Orlová is a city of 27,540 inhabitants in Czechia. The most populous cities near Orlová within 100 km are Katowice, Ostrava, Sosnowiec. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Orlová.

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Latitude: 49.8453° Longitude: 18.4301° Population: 27,540 Timezone: Europe/Prague
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Nearby cities 102 cities found

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

City Country Distance Population
Katowice Poland 62.5 km 286,960
Ostrava Czechia 10.7 km 279,791
Sosnowiec Poland 68.7 km 227,295
Gliwice Poland 53.3 km 198,835
Zabrze Poland 59.1 km 192,177
Bytom Poland 66.4 km 189,186
Bielsko-Biala Poland 44.3 km 176,515
Ruda Śląska Poland 55.1 km 146,189
Rybnik Poland 29.1 km 142,510
Tychy Poland 50.2 km 130,000
Opole Poland 98.6 km 127,676
Dąbrowa Górnicza Poland 77.5 km 116,971
Chorzów Poland 64.3 km 113,430
Olomouc Czechia 89.1 km 99,496
Jaworzno Poland 72.4 km 96,541
Jastrzębie Zdrój Poland 16.0 km 95,813
Havířov Czechia 7.3 km 82,768
Žilina Slovakia 72.7 km 81,219
Siemianowice Śląskie Poland 68.6 km 73,121
Zlín Czechia 88.0 km 72,973
Mysłowice Poland 66.3 km 72,124
Kędzierzyn-Koźle Poland 58.0 km 65,636
Żory Poland 29.5 km 63,174
Tarnowskie Góry Poland 73.5 km 60,938
Opava Czechia 39.2 km 60,252
Piekary Śląskie Poland 69.2 km 59,757
Racibórz Poland 31.3 km 58,464
Będzin Poland 72.9 km 58,236
Świętochłowice Poland 61.0 km 55,600
Frýdek-Místek Czechia 18.9 km 53,590
Martin Slovakia 93.7 km 51,139
Wodzisław Śląski Poland 17.9 km 49,521
Karviná Czechia 8.1 km 48,637
Přerov Czechia 82.8 km 40,906
Chrzanów Poland 76.6 km 39,973
Knurów Poland 44.5 km 39,744
Mikołów Poland 49.6 km 38,821
Třinec Czechia 25.4 km 38,415
Olkusz Poland 94.4 km 37,744
Považská Bystrica Slovakia 80.5 km 37,483
Cieszyn Poland 17.9 km 35,586
Czechowice-Dziedzice Poland 41.9 km 34,703
Czeladź Poland 69.8 km 34,308
Oświęcim Poland 59.7 km 34,170
Żywiec Poland 57.6 km 32,132
Czerwionka-Leszczyny Poland 38.2 km 28,740
Kroměříž Czechia 96.4 km 27,917
Valašské Meziříčí Czechia 53.1 km 27,481
Nový Jičín Czechia 41.1 km 26,547
Český Těšín Czechia 17.9 km 25,750
Pszczyna Poland 40.4 km 25,288
Vsetín Czechia 64.4 km 25,185
Lubliniec Poland 93.4 km 23,784
Kopřivnice Czechia 34.2 km 23,424
Prudnik Poland 80.8 km 23,343
Starý Bohumín Czechia 10.4 km 23,034
Čadca Slovakia 52.4 km 22,655
Krnov Czechia 58.6 km 22,518
Łaziska Górne Poland 44.9 km 21,983
Andrychów Poland 65.1 km 21,954
Rydułtowy Poland 23.7 km 21,887
Bohumín Czechia 8.4 km 20,315
Strzelce Opolskie Poland 74.6 km 20,241
Bieruń Poland 54.7 km 19,659
Kęty Poland 57.0 km 19,249
Wadowice Poland 76.3 km 19,238
Pyskowice Poland 63.4 km 19,018
Trzebinia Poland 82.1 km 18,828
Orzesze Poland 42.6 km 18,438
Krapkowice Poland 77.5 km 18,275
Hranice Czechia 60.0 km 17,969
Libiąż Poland 69.6 km 17,834
Dolný Kubín Slovakia 94.7 km 17,660
Radlin Poland 23.0 km 17,479
Otrokovice Czechia 95.6 km 17,401
Rožnov pod Radhoštěm Czechia 47.7 km 17,238
Radzionków Poland 70.3 km 17,167
Púchov Slovakia 80.4 km 16,995
Lędziny Poland 60.1 km 16,305
Ustroń Poland 30.0 km 15,637
Głuchołazy Poland 91.1 km 15,120
Bruntál Czechia 70.9 km 15,037
Skoczów Poland 26.1 km 14,810
Koźle Poland 58.2 km 14,780
Kysucké Nové Mesto Slovakia 65.8 km 14,350
Hlučín Czechia 18.0 km 14,228
Pszów Poland 21.8 km 14,028
Głubczyce Poland 58.4 km 13,697
Zdzieszowice Poland 68.0 km 13,401
Šternberk Czechia 82.2 km 13,239
Kozy Poland 51.5 km 11,920
Holešov Czechia 83.7 km 11,616
Bytča Slovakia 69.7 km 11,491
Wisła Poland 37.3 km 11,379
Uničov Czechia 94.3 km 11,237
Brzeszcze Poland 53.9 km 10,935
Bukowno Poland 87.0 km 10,874
Niedobczyce Poland 24.9 km 10,846
Frenštát pod Radhoštěm Czechia 36.6 km 10,554
Jeseník Czechia 97.4 km 10,456
Studénka Czechia 28.6 km 10,341
Litovel Czechia 98.5 km 10,062

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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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