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Flight time from Phuket to Na Thon (Ko Samui Island)

Estimated duration, distance and time difference for the HKT → USM route.

How long is the flight from Phuket to Na Thon (Ko Samui Island)?

The direct flight from Phuket to Na Thon (Ko Samui Island) takes about 0h 48m, covering roughly 249 km. This is an average nonstop estimate; flights with a stop take longer depending on the layover.

Flights from Phuket to Na Thon (Ko Samui Island) — compare on KayakSearch and comparison are free and run on Kayak · we earn a commission at no extra cost to you
Flight duration
0h 48m
Distance
249 km
Time difference
No difference
Phuket
HKT
UTC+7
0h 48m
Na Thon (Ko Samui Island)
USM
UTC+7

If you depart at…

Departure (Phuket)Arrival (Na Thon (Ko Samui Island))
6:00 AM6:48 AM
9:00 AM9:48 AM
12:00 PM12:48 PM
3:00 PM3:48 PM
6:00 PM6:48 PM
9:00 PM9:48 PM

Note

The estimated duration is a mathematical calculation for a nonstop flight at an average cruise speed of 850 km/h and is outside our control. Actual flight time varies with the airline, the routing, weather and the jet stream. Check with the airline for the exact duration.

Search flights & hotels in Na Thon (Ko Samui Island)

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Search and comparison are free and run on Kayak · we earn a commission at no extra cost to you

Other routes from Phuket

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Frequently asked questions

How long is the flight from Phuket to Na Thon (Ko Samui Island)?
The direct flight from Phuket to Na Thon (Ko Samui Island) takes about 0h 48m over a distance of roughly 249 km. This is an estimate for a nonstop flight at an average cruise speed; itineraries with a connection take longer depending on the layover.
What is the distance between Phuket and Na Thon (Ko Samui Island)?
The approximate straight-line distance between Phuket and Na Thon (Ko Samui Island) is about 249 km. This great-circle distance is what we use to estimate the nonstop flight duration.
What is the time difference between Phuket and Na Thon (Ko Samui Island)?
Phuket and Na Thon (Ko Samui Island) are in the same time zone. The offset is already reflected in the local arrival times in the table above.