Is there a direct flight?

No, flights from BTV to IAH typically require a connection.

Is it better to fly or drive?

Flying is much faster and more practical for this distance.

What is the best time to visit?

Spring and fall offer the best weather.

Are there trains to Houston?

Amtrak serves Houston, but it is not a practical connection from Vermont.

Stowe

Houston

Flight Driving

Stowe to Houston

Updated: 28 May 2026

The distance from Stowe to Houston is approximately 1,800 miles, making air travel the most efficient choice. You can fly from Burlington International Airport (BTV) to George Bush Intercontinental Airport (IAH) with a connection. Driving would take over 27 hours of road time, which is a very long journey. This route connects the mountains of Vermont with the diverse city of Houston in Texas.

Total Distance: 2,900 km driving distance; 2,500 km straight-line air distance.

Fastest Way

Flying is significantly faster, taking about 7 hours total.

Cheapest Way

Flying is often comparable to driving when considering fuel and hotels.

Compare Stowe to Houston Routes

	Flight Connecting	Driving Direct
Duration	7 hours (including layover)	27+ hours
Avg Price	$350-$700	$300-$420 in fuel
Operator	United Airlines	Personal Vehicle
Route	BTV to IAH via major hubs.	I-91 S to I-95 S to I-10 W.
Tip	Book early to avoid high seasonal prices.	Requires multiple overnight stops.

Travel Tips

Flight Booking
Use flight comparison sites to find the best deals from BTV.
Airport Arrival
Arrive at BTV at least 90 minutes before your flight.
Driving Breaks
If driving, plan for at least two overnight stops.
Traffic Planning
Houston traffic is heavy; plan your arrival accordingly.
Packing
Pack light clothing as Houston is significantly warmer than Vermont.

Safety Tips

Flight Safety
Follow all TSA guidelines for air travel.
Driving Fatigue
Do not attempt to drive 27 hours in one day; prioritize safety.
Urban Safety
Stay in well-lit, populated areas when exploring Houston.
Vehicle Maintenance
Ensure your car is in top condition before a long-distance drive.