United Airlines flights from Kwajalein Island (KWA) to Chuuk (TKK).

Select flight date:
FLIGHT SCHEDULE
Non-Direct Flights:
Thu 13:30 Kwajalein Island (KWA) 15:35 Chuuk (TKK)
United Airlines UA 132 1-stop Boeing 737-800 (738) 4:05 Valid until 2024-03-28
Thu 13:30 Kwajalein Island (KWA) 15:35 Chuuk (TKK)
United Airlines UA 132 1-stop Boeing 737-800 (738) 4:05 Effective from 2024-10-31
Thu 13:35 Kwajalein Island (KWA) 15:45 Chuuk (TKK)
United Airlines UA 132 1-stop Boeing 737-800 (738) 4:10 Effective 2024-04-04 through 2024-10-24
Tue,Sat 12:45 Kwajalein Island (KWA) 15:45 Chuuk (TKK)
United Airlines UA 154 2-stop Boeing 737-800 (738) 5:00 Effective 2024-04-02 through 2024-10-26
Tue,Sat 13:00 Kwajalein Island (KWA) 16:05 Chuuk (TKK)
United Airlines UA 154 2-stop Boeing 737-800 (738) 5:05 Valid until 2024-03-30
Tue,Sat 13:00 Kwajalein Island (KWA) 16:05 Chuuk (TKK)
United Airlines UA 154 2-stop Boeing 737-800 (738) 5:05 Effective from 2024-10-29


United Airlines flights from Kwajalein Island (KWA) to Chuuk (TKK).
Select flight date:
FLIGHT SCHEDULE
Non-Direct Flights:

Valid until 2024-03-28
Mon
-
Tue
-
Wed
-
Thu
Fri
-
Sat
-
Sun
-
Duration: 4:05, 1-stop
Boeing 737-800 (738)

Effective from 2024-10-31
Mon
-
Tue
-
Wed
-
Thu
Fri
-
Sat
-
Sun
-
Duration: 4:05, 1-stop
Boeing 737-800 (738)

Effective 2024-04-04 through 2024-10-24
Mon
-
Tue
-
Wed
-
Thu
Fri
-
Sat
-
Sun
-
Duration: 4:10, 1-stop
Boeing 737-800 (738)

Effective 2024-04-02 through 2024-10-26
Mon
-
Tue
Wed
-
Thu
-
Fri
-
Sat
Sun
-
Duration: 5:00, 2-stop
Boeing 737-800 (738)

Valid until 2024-03-30
Mon
-
Tue
Wed
-
Thu
-
Fri
-
Sat
Sun
-
Duration: 5:05, 2-stop
Boeing 737-800 (738)

Effective from 2024-10-29
Mon
-
Tue
Wed
-
Thu
-
Fri
-
Sat
Sun
-
Duration: 5:05, 2-stop
Boeing 737-800 (738)
  • An international route departing from Kwajalein Island airport, Marshall Islands (KWA) and arriving at Chuuk airport, Federated States of Micronesia (TKK).
  • The flight distance is 1090 miles, or 1753 km.
  • The timezone of the departure airport is UTC+12 , and the timezone of the arrival airport is UTC+10 . Current time at the point of departure is (loading...), and (loading...) at the point of arrival. There is a (loading...) hour time difference between the airports.