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residential street · L51012 · $Galway, County Galway

Upper Canal Road

Upper Canal Road is the L51012, a residential street in Galway, 798 m west of Eyre Square. It runs 319 m from Lower Canal Road to University Road, about 4 minutes on foot end to end. It has 1 named place on the map: park.

Type
Residential street (L51012)
Length
319 m of mapped road
From Eyre Square
798 m west
Runs
from Lower Canal Road to University Road
Nearest bus stop
NUIG Main Gate, 178 m away
Nearest parking
Free Parking on Gaol Road, 227 m away
Density
1 named place over 319 m, 0.3 per 100 m
Open on the 3D model
Plan of Upper Canal Road and the streets around it, with its named places marked

The street is drawn in black; buildings are coloured by what is in them. Drag to turn the model, tap a pin for the place.

Plan of the streetPlan of Upper Canal Road and the streets around it, with its named places marked

A walk along Upper Canal Road

Start at the Lower Canal Road end and walk towards University Road: a park share the 319 m.

What is on Upper Canal Road

1 park, each with its own page.

Parks and views · 1

Streets it joins

  1. Canal Courtresidential street
  2. Lower Canal Roadresidential street
  3. Presentation Roadlink road · 3 places
  4. University Roadregional road · 8 places

Questions people ask

Where is Upper Canal Road?
In Galway, County Galway, 798 m west of Eyre Square, joining Canal Court, Lower Canal Road and Presentation Road.
How long is Upper Canal Road?
319 m, measured along the mapped centre line; about 4 minutes on foot end to end.
What is on Upper Canal Road?
1 named place: Millennium Children's Park.
Is there a bus stop on Upper Canal Road?
Not on the street itself; the nearest on the map is NUIG Main Gate on University Road, 178 m from the middle of the street.
Where can I park near Upper Canal Road?
The nearest car park is Free Parking on Gaol Road, 227 m away.

Browse by kind

Geometry, names and places from OpenStreetMap, read on 2026-09-18. Length is the sum of the mapped segments carrying this name; distances are straight lines from the street's midpoint.