| Departure: | San Diego, CA | 
| Arrival: | Ventura, CA | 
| Fastest route: | 4h 44min | 
| Distance: | 297km | 
| Cheapest route: | $40 | 
| Transfers: | 0 | 
| Train companies: | Amtrak | 
One Passenger / One Trip
4:00am
San Diego, CA
San Diego
9:33am
Ventura, CA
Ventura
5h 33min
Amtrak
Pacific Surfliner
$40
4:07am
San Diego, CA
Old Town
9:33am
Ventura, CA
Ventura
5h 26min
Amtrak
Pacific Surfliner
$40
5:55am
San Diego, CA
San Diego
10:58am
Ventura, CA
Ventura
5h 3min
Amtrak
Pacific Surfliner
$40
6:02am
San Diego, CA
Old Town
10:58am
Ventura, CA
Ventura
4h 56min
Amtrak
Pacific Surfliner
$40
9:20am
San Diego, CA
San Diego
2:13pm
Ventura, CA
Ventura
4h 53min
Amtrak
Pacific Surfliner
$40
9:27am
San Diego, CA
Old Town
2:13pm
Ventura, CA
Ventura
4h 46min
Amtrak
Pacific Surfliner
$40
12:05pm
San Diego, CA
San Diego
4:56pm
Ventura, CA
Ventura
4h 51min
Amtrak
Pacific Surfliner
$40
12:12pm
San Diego, CA
Old Town
4:56pm
Ventura, CA
Ventura
4h 44min
Amtrak
Pacific Surfliner
$40
3:58pm
San Diego, CA
San Diego
8:59pm
Ventura, CA
Ventura
5h 1min
Amtrak
Pacific Surfliner
$40
4:05pm
San Diego, CA
Old Town
8:59pm
Ventura, CA
Ventura
4h 54min
Amtrak
Pacific Surfliner
$40
          The San Diego - Ventura route has approximately 10 frequencies and its minimum duration is around 4h 44min. It is important you book your ticket in advance to avoid running out, since $40 tickets tend to run out quickly. 
 The distance between San Diego and Ventura is around 297 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 4h 44min to cover 297 kilometers.
According to our data, the cheapest ticket costs $40 and leaves San Diego. You will not have to do any transfers, the trip will go direct to Ventura.
The last train leaves at 4:05pm from Old Town and arrives at 8:59pm at Ventura. It will take 4h 54min, its price is $40 and the number of changes will be 0.
Yes, there are direct train routes, their duration is usually around 5h 33min and the price is $40.