The average train between Porto and Santa Marinha e São Pedro da Afurada takes 18 min and the fastest train takes 11 min. The train runs at least 2 times per hour from Porto to Santa Marinha e São Pedro da Afurada. The journey time may be longer on weekends and holidays; use the search form on this page to search for a specific travel date.
Trains run every 30 minutes between Porto and Santa Marinha e São Pedro da Afurada. The earliest departure is at 12:57 AM at night, and the last departure from Porto is at 11:52 PM which arrives into Santa Marinha e São Pedro da Afurada at 12:05 AM. All services require a transfer at General Torres and take an average of 18 min. The schedules shown below are for the next available departures.

12 min • 1 change

15 min • 1 change

13 min • 1 change
Arrives next day

13 min • 1 change

16 min • 1 change

3h 44m • 1 change

12 min • 1 change

11 min • 1 change
Want to know about travelling from Porto to Santa Marinha e São Pedro da Afurada? We have put together a list of the most frequently asked questions from our users such as: What is the cheapest mode of transport? What is the quickest option? How much do tickets usually cost? and many more.
No, there is no direct train from Porto to Santa Marinha e São Pedro da Afurada. However, there are services departing from Porto station and arriving at Santa Marinha e São Pedro da Afurada station via General Torres. The journey, including transfers, takes approximately 18 min.
Porto to Santa Marinha e São Pedro da Afurada train services, operated by Metro do Porto, depart from Aliados station.
Porto to Santa Marinha e São Pedro da Afurada train services, operated by Metro do Porto, arrive at General Torres station.
Book your Porto to Santa Marinha e São Pedro da Afurada train tickets online with Metro do Porto and Comboios de Portugal.
The distance between Porto and Santa Marinha e São Pedro da Afurada is 2.3 km. The road distance is 3 km.
Metro do Porto operates a subway from Aliados to General Torres every 10 minutes. Tickets cost €1–2 and the journey takes 6 min.