Distance from Adwick le Street to Salamina
The shortest distance (air line) between Adwick le Street and Salamina is 1,590.76 mi (2,560.07 km).
How far is Adwick le Street from Salamina
Adwick le Street is located in Barnsley; Doncaster and Rotherham, United Kingdom within 53° 34' 3.72" N -2° 48' 24.84" W (53.5677, -1.1931) coordinates. The local time in Adwick le Street is 09:55 (14.08.2025)
Salamina is located in Peiraias; Nisoi, Greece within 37° 58' 0.12" N 23° 30' 0" E (37.9667, 23.5000) coordinates. The local time in Salamina is 11:55 (14.08.2025)
The calculated flying distance from Salamina to Salamina is 1,590.76 miles which is equal to 2,560.07 km.
Adwick le Street, Barnsley; Doncaster and Rotherham, United Kingdom
Related Distances from Adwick le Street
Salamina, Peiraias; Nisoi, Greece
Related Distances to Salamina
| Cities | Distance |
|---|---|
| Keratsini to Salamina | 6.36 mi (10.23 km) |
| Nikaia to Salamina | 7.26 mi (11.69 km) |
| Piraeus to Salamina | 8.17 mi (13.15 km) |
| Aigaleo to Salamina | 9.85 mi (15.85 km) |
| Peristeri to Salamina | 10.56 mi (17.00 km) |
| Kallithea to Salamina | 10.96 mi (17.63 km) |
| Ilion to Salamina | 11.82 mi (19.03 km) |
| Nea Smyrni to Salamina | 11.86 mi (19.09 km) |
| Athens to Salamina | 12.48 mi (20.09 km) |
| Agios Dimitrios to Salamina | 12.92 mi (20.79 km) |
| Ilioupoli to Salamina | 13.81 mi (22.23 km) |
| Nea Ionia to Salamina | 14.37 mi (23.12 km) |
| Zografos to Salamina | 14.82 mi (23.85 km) |
| Acharnes to Salamina | 15.04 mi (24.20 km) |
| Glyfada to Salamina | 15.28 mi (24.59 km) |
| Chalandri to Salamina | 16.70 mi (26.87 km) |
| Marousi to Salamina | 17.32 mi (27.87 km) |
| Patra to Salamina | 98.02 mi (157.75 km) |
| Volos to Salamina | 101.45 mi (163.26 km) |
| Larisa to Salamina | 129.60 mi (208.57 km) |
| Kalamaria to Salamina | 183.17 mi (294.78 km) |
| Ioannina to Salamina | 184.55 mi (297.01 km) |
| Thessaloniki to Salamina | 187.18 mi (301.24 km) |
| Evosmos to Salamina | 189.36 mi (304.75 km) |
| Irakleio to Salamina | 202.81 mi (326.40 km) |