Distance from Santa Iria da Azoia to Landau
The shortest distance (air line) between Santa Iria da Azoia and Landau is 1,110.02 mi (1,786.41 km).
How far is Santa Iria da Azoia from Landau
Santa Iria da Azoia is located in Área Metropolitana de Lisboa, Portugal within 38° 50' 47.04" N -10° 54' 42.84" W (38.8464, -9.0881) coordinates. The local time in Santa Iria da Azoia is 08:14 (16.01.2025)
Landau is located in Landau in der Pfalz; Kreisfreie Stadt, Germany within 49° 12' 0" N 8° 7' 0.12" E (49.2000, 8.1167) coordinates. The local time in Landau is 09:14 (16.01.2025)
The calculated flying distance from Landau to Landau is 1,110.02 miles which is equal to 1,786.41 km.
Santa Iria da Azoia, Área Metropolitana de Lisboa, Portugal
Related Distances from Santa Iria da Azoia
Landau, Landau in der Pfalz; Kreisfreie Stadt, Germany
Related Distances to Landau
| Cities | Distance |
|---|---|
| Karlsruhe to Landau | 18.51 mi (29.79 km) |
| Mannheim to Landau | 25.35 mi (40.80 km) |
| Stuttgart to Landau | 56.36 mi (90.70 km) |
| Wiesbaden to Landau | 61.22 mi (98.53 km) |
| Frankfurt to Landau | 67.81 mi (109.13 km) |
| Bonn to Landau | 115.17 mi (185.35 km) |
| Cologne to Landau | 130.60 mi (210.18 km) |
| Nuremberg to Landau | 134.47 mi (216.41 km) |
| Augsburg to Landau | 139.01 mi (223.72 km) |
| Wuppertal to Landau | 148.63 mi (239.20 km) |
| Dusseldorf to Landau | 152.35 mi (245.18 km) |
| Bochum to Landau | 162.59 mi (261.66 km) |
| Dortmund to Landau | 162.61 mi (261.70 km) |
| Essen to Landau | 162.95 mi (262.24 km) |
| Duisburg to Landau | 165.55 mi (266.43 km) |
| Gelsenkirchen to Landau | 166.22 mi (267.50 km) |
| Munich to Landau | 174.02 mi (280.06 km) |
| Munster to Landau | 192.08 mi (309.12 km) |
| Bielefeld to Landau | 195.78 mi (315.07 km) |
| Hannover to Landau | 229.68 mi (369.63 km) |
| Leipzig to Landau | 239.16 mi (384.89 km) |
| Bremen to Landau | 269.94 mi (434.42 km) |
| Dresden to Landau | 279.87 mi (450.41 km) |
| Hamburg to Landau | 311.31 mi (501.00 km) |
| Berlin to Landau | 325.13 mi (523.24 km) |