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Dunellen Station to Halsey Street Station (BMT Canarsie Line) trains

Find Transport to Halsey Street Station (BMT Canarsie Line)

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Trip Overview

The average train between Dunellen Station and Halsey Street Station (BMT Canarsie Line) takes 1h 45m and the fastest train takes 1h 28m. There is a train service every few hours from Dunellen Station to Halsey Street Station (BMT Canarsie Line). The journey time may be longer on weekends and holidays; use the search form on this page to search for a specific travel date.

1h 45m
Duration
36 mi
Distance
$16
Average price
Hourly
Frequency

Train

best
  1. Take the train from Dunellen to Newark Penn Stationtrain train Rarv
  2. Take the train from Newark Penn Station to New York Penn Stationtrain train Nec / ...
1h 47m
$8–27

Dunellen Station to Halsey Street Station (BMT Canarsie Line) train times

Trains run hourly between Dunellen Station and Halsey Street Station (BMT Canarsie Line). The earliest departure is at 4:47 AM at night, and the last departure from Dunellen Station is at 11:53 PM which arrives into Halsey Street Station (BMT Canarsie Line) at 2:16 AM. All services require a transfer at Newark Penn Station and take an average of 1h 45m. The schedules shown below are for the next available departures.

Frequently asked questions

Want to know about travelling from Dunellen Station to Halsey Street Station (BMT Canarsie Line)? 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.

Map of how to get from Dunellen Station to Halsey Street Station (BMT Canarsie Line).ExpandLaunch map view
  • Distance: 36.5 mi
  • Duration: 1h 45m

What companies run services between Dunellen Station, NJ, USA and Halsey Street Station (BMT Canarsie Line), NY, USA?

You can take a train from Dunellen to Halsey Street Station (BMT Canarsie Line) via Newark Penn Station, Penn Station, 34 St-Herald Sq, 14 St-Union Sq, and Halsey St in around 1h 47m.

Operators