Departure: | Glendale, CA |
Arrival: | Surf, CA |
Fastest route: | 3h 38min |
Distance: | 280km |
Cheapest route: | $39 |
Transfers: | Between 0 and 1 |
Train companies: | Amtrak |
One Passenger / One Trip
8:02am
Glendale, CA
Glendale
1:01pm
Surf, CA
Lompoc
4h 59min
+
$50
8:02am
Glendale, CA
Glendale
8:44am
Simi Valley, CA
Simi Valley
0h 42min
Amtrak
Pacific Surfliner
$15
1h 23min layover
10:07am
Simi Valley, CA
Simi Valley
1:01pm
Surf, CA
Lompoc
2h 54min
Amtrak
Pacific Surfliner
$35
9:23am
Glendale, CA
Glendale
1:01pm
Surf, CA
Lompoc
3h 38min
Amtrak
Pacific Surfliner
$39
9:23am
Glendale, CA
Glendale
1:01pm
Surf, CA
Lompoc
3h 38min
+
$50
9:23am
Glendale, CA
Glendale
10:06am
Simi Valley, CA
Simi Valley
0h 43min
Amtrak
Pacific Surfliner
$15
0h 1min layover
10:07am
Simi Valley, CA
Simi Valley
1:01pm
Surf, CA
Lompoc
2h 54min
Amtrak
Pacific Surfliner
$35
3:18pm
Glendale, CA
Glendale
7:01pm
Surf, CA
Lompoc
3h 43min
Amtrak
Pacific Surfliner
$39
3:18pm
Glendale, CA
Glendale
7:01pm
Surf, CA
Lompoc
3h 43min
+
$50
3:18pm
Glendale, CA
Glendale
4:01pm
Simi Valley, CA
Simi Valley
0h 43min
Amtrak
Pacific Surfliner
$15
0h 1min layover
4:02pm
Simi Valley, CA
Simi Valley
7:01pm
Surf, CA
Lompoc
2h 59min
Amtrak
Pacific Surfliner
$35
The Glendale - Surf route has approximately 5 frequencies and its minimum duration is around 3h 38min. It is important you book your ticket in advance to avoid running out, since $39 tickets tend to run out quickly.
The distance between Glendale and Surf is around 280 kilometers and bus companies that can help you in your journey are: Amtrak.
The train journey may vary depending on the stops. The minimum duration is usually around 3h 38min to cover 280 kilometers.
According to our data, the cheapest ticket costs $39 and leaves Glendale. You will not have to do any transfers, the trip will go direct to Lompoc.
The last train leaves at 3:18pm from Glendale and arrives at 7:01pm at Lompoc. It will take 3h 43min, its price is $50 and the number of changes will be 1.
Yes, there are direct train routes, their duration is usually around 3h 38min and the price is $39.