Distance from Montecanal to Donostia
Driving route: -- ( - )
Driving route: -- ( - )
Driving route: -- ( - )
Extended route information
The shortest distance (air line) between Montecanal and Donostia is 206.67 km.
Driving route: -- ( - )The shortest route between Montecanal and Donostia is according to the route planner. The driving time is approx. . Half of the trip is reached in .
Flight route: 355.82 km (0h 55min)The flight distance between the nearest airports Montecanal (BCN) and Donostia (BOD) is 355.82 km. This corresponds to an approximate flight time of 0h 55min. Similar flight routes: BCN → TLS , BCN → MAD , BCN → BCN , BCN → SCQ , MAD → BOD
Bearing: 335.49° (NNW)The initial bearing on the course from Montecanal to Donostia is 335.49° and the compass direction is NNW.
Midpoint: 42.47638,-1.45451The geographic midpoint between Montecanal and Donostia is in 103.33 km distance between both points in a bearing of 335.49°. It is located in Spain, Navarre, Navarre, Ujué / Uxue (España, Navarra / Nafarroa, Navarra / Nafarroa, Ujué / Uxue).
Time difference: 0hMontecanal and Donostia are both in the same time zone Europe/Madrid.
The shortest distance (air line) between Donostia and San-Sebastián is 1.16 km.
Driving route: -- ( - )The shortest route between Donostia and San-Sebastián is according to the route planner. The driving time is approx. . Half of the trip is reached in .
Bearing: 139.04° (SE)The initial bearing on the course from Donostia to San-Sebastián is 139.04° and the compass direction is SE.
Midpoint: 43.31678,-1.97971The geographic midpoint between Donostia and San-Sebastián is in 0.58 km distance between both points in a bearing of 139.04°. It is located in Spain, Basque Country, Gipuzkoa, San Sebastián (España, Euskadi, Gipuzkoa, Donostia/San Sebastián).
Time difference: 0hDonostia and San-Sebastián are both in the same time zone Europe/Madrid.
How is the distance calculated?
To calculate the distance between Montecanal and Donostia, the place names are converted into coordinates (latitude and longitude). The respective geographic centre is used for cities, regions and countries. To calculate the distance the Haversine formula is applied.