Distance from Eastern Goleta Valley to Linkoping
The shortest distance (air line) between Eastern Goleta Valley and Linkoping is 5,525.17 mi (8,891.90 km).
How far is Eastern Goleta Valley from Linkoping
Eastern Goleta Valley is located in California, United States within 34° 26' 41.28" N -120° 12' 43.56" W (34.4448, -119.7879) coordinates. The local time in Eastern Goleta Valley is 06:40 (12.03.2025)
Linkoping is located in Östergötlands län, Sweden within 58° 24' 56.88" N 15° 37' 31.08" E (58.4158, 15.6253) coordinates. The local time in Linkoping is 15:40 (12.03.2025)
The calculated flying distance from Linkoping to Linkoping is 5,525.17 miles which is equal to 8,891.90 km.
Eastern Goleta Valley, California, United States
Related Distances from Eastern Goleta Valley
Linkoping, Östergötlands län, Sweden
Related Distances to Linkoping
Cities | Distance |
---|---|
Norrkoping to Linkoping | 24.34 mi (39.16 km) |
Vimmerby to Linkoping | 52.41 mi (84.34 km) |
Nykoping to Linkoping | 55.00 mi (88.51 km) |
Orebro to Linkoping | 61.14 mi (98.40 km) |
Jonkoping to Linkoping | 69.08 mi (111.18 km) |
Eskilstuna to Linkoping | 73.15 mi (117.72 km) |
Vasteras to Linkoping | 89.25 mi (143.64 km) |
Tumba to Linkoping | 95.31 mi (153.38 km) |
Karlstad to Linkoping | 100.76 mi (162.16 km) |
Stockholm to Linkoping | 107.69 mi (173.32 km) |
Vaxjo to Linkoping | 110.52 mi (177.87 km) |
Upplands Vasby to Linkoping | 111.56 mi (179.54 km) |
Taby to Linkoping | 112.36 mi (180.82 km) |
Uppsala to Linkoping | 122.68 mi (197.44 km) |
Uppsala to Linkoping | 122.70 mi (197.46 km) |
Kalmar to Linkoping | 124.26 mi (199.98 km) |
Gothenburg to Linkoping | 142.35 mi (229.09 km) |
Karlskrona to Linkoping | 155.81 mi (250.76 km) |
Halmstad to Linkoping | 158.15 mi (254.52 km) |
Gavle to Linkoping | 164.85 mi (265.30 km) |
Helsingborg to Linkoping | 196.30 mi (315.92 km) |
Malmo to Linkoping | 217.18 mi (349.52 km) |
Ostersund to Linkoping | 330.79 mi (532.36 km) |
Umea to Linkoping | 404.27 mi (650.62 km) |
Lulea to Linkoping | 538.01 mi (865.84 km) |