Distance between Tari Airport TIZ, Papua New Guinea and Moro Airport MXH, Papua New Guinea, Flight Time/Duration

<< Go Back
Tari Airport TIZ, Papua New Guinea
Moro Airport MXH, Papua New Guinea
40.98 mi
65.95 km
35.59 NM
1:03 Hr

Flight / Air Distance:
Kilometers: 65.95 km., Miles: 40.98 miles., Nautical Miles: 35.59 NM.

Estimated flight time: 1:03 hours. (With average airplane speed of 567mph and additional time).


Back to Distance Between Airports

About this page

This page displays distance with Airports Distance Map and Flight time between Tari Airport TIZ and Moro Airport MXH.
The distance is displayed in km, miles and NM units. Central locations in the TIZ and MXH are used to calculate the distance. Also the estimated airplane flight time is displayed.
Below are the charts of distances of Tari Airport and Moro Airport from world's some major Airports.
Tari Airport Distance To AirportDistance (mi/km)Flight Time (hr)
Port Moresby Jacksons International Airport, Port Moresby POM,Papua New Guinea384/6181:27
Mount Hagen Kagamuga Airport, Mount Hagen HGU,Papua New Guinea93/1491:07
Moro Airport, Moro MXH,Papua New Guinea41/661:03
Moro Airport Distance To AirportDistance (mi/km)Flight Time (hr)
Port Moresby Jacksons International Airport, Port Moresby POM,Papua New Guinea346/5561:24
Mount Hagen Kagamuga Airport, Mount Hagen HGU,Papua New Guinea82/1311:06
Below are the charts of distances of Tari Airport and Moro Airport from their nearest Airports.
Tari Airport Distance To AirportDistance (mi/km)Flight Time (hr)
Moro Airport, Moro MXH,Papua New Guinea41/661:03
Mount Hagen Kagamuga Airport, Mount Hagen HGU,Papua New Guinea93/1491:07
Port Moresby Jacksons International Airport, Port Moresby POM,Papua New Guinea384/6181:27
Moro Airport Distance To AirportDistance (mi/km)Flight Time (hr)
Mount Hagen Kagamuga Airport, Mount Hagen HGU,Papua New Guinea82/1311:06
Port Moresby Jacksons International Airport, Port Moresby POM,Papua New Guinea346/5561:24
*Please note that all the distance between the airports is calculated as shortest distance on earth surface and not the actual flight travel distance.