MUE
Kamuela
United States
12,658 km
7,865 miles
ZAG
Zagreb
Croatia
Distance
12,658 km
7,865 mi / 6,835 nm
Est. Flight Time
16h
Ultra-long-haul route
Time Difference
+11h
Pacific/Honolulu
Heading
north

Airport Comparison

MUE ZAG
Airport Name Waimea-Kohala Airport Zagreb Airport
IATA Code MUE ZAG
ICAO Code PHMU LDZA
City Kamuela Zagreb
Country United States Croatia
Timezone Pacific/Honolulu Europe/Zagreb
Elevation 2,671 ft 353 ft
Coordinates 20.000000, -155.670000 45.740000, 16.070000

Kamuela (MUE) to Zagreb (ZAG) Flight Distance

The flight distance from Waimea-Kohala Airport (MUE) in Kamuela, United States to Zagreb Airport (ZAG) in Zagreb, Croatia is 12,658 kilometers (7,865 miles / 6,835 nautical miles). The estimated flight time for this route is approximately 16h, flying north at a heading of 6°.

This is an ultra-long-haul route, one of the longest in aviation. It requires wide-body aircraft with extended range capability such as the Airbus A350-900ULR or Boeing 777-200LR. Passengers should prepare for an extended flight with multiple meal services.

This is an international route connecting United States with Croatia. It is an intercontinental flight between North America and Europe. Travelers should check visa requirements, customs regulations, and any travel advisories before booking.

Time zone information: When it's 04:22 in Kamuela, it's 15:22 in Zagreb. With a 11-hour time difference, travelers should plan for significant jet lag. It typically takes one day per hour of time difference to fully adjust.

There is a significant elevation difference of 2,318 feet between the two airports. Zagreb Airport sits lower than Waimea-Kohala Airport.

The return flight from Zagreb (ZAG) to Kamuela (MUE) follows a heading of 352° (north). Actual flight times may vary depending on wind conditions, air traffic, and the specific aircraft used.

For more information about these airports, visit the Waimea-Kohala Airport (MUE) and Zagreb Airport (ZAG) detail pages, or use our flight duration calculator to compare other routes.

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