Departure: | San Diego, CA |
Arrival: | Santa Ana, CA |
Fastest route: | 1h 45min |
Distance: | 152km |
Cheapest route: | $14 |
Transfers: | 0 |
Bus companies: | Greyhound |
One Passenger / One Trip
8:15am
San Diego, CA
Greyhound Station
10:15am
Santa Ana, CA
Santa Ana Greyhound Bus Station
2h 0min
Greyhound
$17
9:50am
San Diego, CA
Greyhound Station
11:35am
Santa Ana, CA
Santa Ana Greyhound Bus Station
1h 45min
Greyhound
$17
12:01pm
San Diego, CA
Greyhound Station
2:00pm
Santa Ana, CA
Santa Ana Greyhound Bus Station
1h 59min
Greyhound
$15
3:00pm
San Diego, CA
Greyhound Station
5:10pm
Santa Ana, CA
Santa Ana Greyhound Bus Station
2h 10min
Greyhound
$15
4:10pm
San Diego, CA
Greyhound Station
6:20pm
Santa Ana, CA
Santa Ana Greyhound Bus Station
2h 10min
Greyhound
$14
7:15pm
San Diego, CA
Greyhound Station
9:10pm
Santa Ana, CA
Santa Ana Greyhound Bus Station
1h 55min
Greyhound
$14
8:35pm
San Diego, CA
Greyhound Station
10:20pm
Santa Ana, CA
Santa Ana Greyhound Bus Station
1h 45min
Greyhound
$14
10:15pm
San Diego, CA
Greyhound Station
12:10am
Santa Ana, CA
Santa Ana Greyhound Bus Station
1h 55min
Greyhound
$14
The San Diego - Santa Ana route has approximately 8 frequencies and its minimum duration is around 1h 45min. It is important you book your ticket in advance to avoid running out, since $14 tickets tend to run out quickly.
The distance between San Diego and Santa Ana is around 152 kilometers and the bus companies that can help you in your journey are: Greyhound.
Bus journey may vary depending on the state of the roads. The minimum duration is usually around 1h 45min to cover 152 kilometers.
According to our data, the cheapest ticket costs $14 and leaves Greyhound Station. You will not have to do any transfers, the trip will go directly to Santa Ana Greyhound Bus Station.
Last bus leaves at 10:15pm from Greyhound Station and arrives at 12:10am at Santa Ana Greyhound Bus Station. It will take 1h 55min, its price is $14 and the number of changes will be 0.
Yes, there are direct bus routes, their duration is usually around 2h 0min and the price is $17.