Klosterneuburg Abbey

Klosterneuburg Monastery

Sights

How to get there:
Underground U4: Heiligenstadt, then autobus 238 or 239: Klosterneuburg-Niedermarkt or City Train S 40: Klosterneuburg-Kierling Underground U6: Spittelau, then City Train S 40: Klosterneuburg-Kierling

Klosterneuburg Monastery lies just a short distance outside Vienna. Packed with examples of sacred art such as the Verdun Altar, the baroque splendor of this 900-year-old building is certain to leave a lasting impression.

Vienna City Card

Vienna City Card  discount: -25%
Additional information on the offer:

Discount valid for single admission to the monastery excl. guided tour. Tickets available on site.
Normal price: 10€ / reduced price: 7,50€

Opening times

  • daily, 09:00 - 18:00

Accessibility

    Main entrance

    no steps

    Car parks Main entrance

    Parking spaces for people with disabilities

    in parking garage P1, on Rathausplatz in front of the Babenbergerhalle and at car park P3 "Gastmeisterei"

    Elevator available
    Door 89 cm wide
    Further information

    Seeing eye dogs allowed

    Wheelchair accessible restroom available.

    Special offers for people with disabilities

    wheelchair accessible restrooms at visitor reception/"Sala terrena" and in the cloisters. Free admission for persons accompanying visitors with wheelchairs.
 Multimedia guide for blind people and in Austrian sign language (ÖGS) available, accompanying material in embossed print and Braille.
 Guided tours for the visually impaired or blind people incl. touching model of the abbey complex and the planned "Austrian Escorial Palace" on request: "History and stories – to touch".

    Comments

    Wheelchair accessible visitor areas except for the abbey museum and the gardens. Access from the underground car park (parking place for visitors with disabilities) via elevator. Level P1 has a lifting platform that leads to the parking level for tour buses. Access from Rathausplatz via ramp, length: 190 cm, width: 74 cm. 2 stairlifts in cloister area.

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