Distance from Sankt Veit an der Glan to Vetlanda
The shortest distance (air line) between Sankt Veit an der Glan and Vetlanda is 737.59 mi (1,187.04 km).
How far is Sankt Veit an der Glan from Vetlanda
Sankt Veit an der Glan is located in Unterkärnten, Austria within 46° 46' 0.12" N 14° 21' 37.08" E (46.7667, 14.3603) coordinates. The local time in Sankt Veit an der Glan is 06:39 (07.07.2025)
Vetlanda is located in Jönköpings län, Sweden within 57° 25' 59.88" N 15° 4' 0.12" E (57.4333, 15.0667) coordinates. The local time in Vetlanda is 06:39 (07.07.2025)
The calculated flying distance from Vetlanda to Vetlanda is 737.59 miles which is equal to 1,187.04 km.
Sankt Veit an der Glan, Unterkärnten, Austria
Related Distances from Sankt Veit an der Glan
Vetlanda, Jönköpings län, Sweden
Related Distances to Vetlanda
| Cities | Distance |
|---|---|
| Vimmerby to Vetlanda | 33.22 mi (53.46 km) |
| Vaxjo to Vetlanda | 39.64 mi (63.79 km) |
| Jonkoping to Vetlanda | 41.33 mi (66.51 km) |
| Linkoping to Vetlanda | 70.91 mi (114.12 km) |
| Kalmar to Vetlanda | 72.23 mi (116.24 km) |
| Karlskrona to Vetlanda | 90.09 mi (144.99 km) |
| Norrkoping to Vetlanda | 90.65 mi (145.89 km) |
| Halmstad to Vetlanda | 98.21 mi (158.05 km) |
| Gothenburg to Vetlanda | 116.37 mi (187.29 km) |
| Orebro to Vetlanda | 127.28 mi (204.83 km) |
| Helsingborg to Vetlanda | 130.61 mi (210.20 km) |
| Eskilstuna to Vetlanda | 143.69 mi (231.25 km) |
| Karlstad to Vetlanda | 145.79 mi (234.63 km) |
| Malmo to Vetlanda | 148.09 mi (238.33 km) |
| Tumba to Vetlanda | 157.64 mi (253.70 km) |
| Vasteras to Vetlanda | 160.05 mi (257.58 km) |
| Stockholm to Vetlanda | 170.22 mi (273.95 km) |
| Taby to Vetlanda | 176.03 mi (283.30 km) |
| Upplands Vasby to Vetlanda | 176.95 mi (284.77 km) |
| Uppsala to Vetlanda | 191.43 mi (308.08 km) |
| Uppsala to Vetlanda | 191.47 mi (308.14 km) |
| Gavle to Vetlanda | 235.75 mi (379.41 km) |
| Ostersund to Vetlanda | 397.27 mi (639.35 km) |
| Umea to Vetlanda | 475.08 mi (764.56 km) |
| Lulea to Vetlanda | 608.82 mi (979.80 km) |