Ponte Pietro Nenni

Ponte Pietro Nenni (Italian: "Pietro Nenni bridge") is a bridge crossing the Tiber in Rome, which connects lungotevere Arnaldo da Brescia and lungotevere Michelangelo, in the Quarter Flaminio and Rione Prati respectively.[1]

Ponte Pietro Nenni
Coordinates 41°54′43″N 12°28′17″E
CrossesRiver Tiber
LocaleRome, Flaminio and Prati Quarters, Italy
Official namePonte Pietro Nenni
Characteristics
MaterialReinforced concrete
Total length121.6 m (399.0 ft)
Width25.4 m (83.3 ft)
History
DesignerLuigi Moretti, Silvano Zorzi
Construction start1969
Construction end1972

Description

The bridge, designed by Architect Luigi Moretti and Engineer Silvano Zorzi, was built between 1969 and 1972 and inaugurated in 1980; it was dedicated to Pietro Nenni, socialist leader who had died a month before the inauguration. It is also commonly known as the "Metro bridge", since it serves the Line A of the Rome Metro, of which it is the only above-ground stretch: the railway track emerges at Via Cesare Beccaria and descends below the road surface on the opposite bank, between Viale Giulio Cesare and Via degli Scipioni. On both sides of the tracks there are vehicular traffic lanes.

The bridge spreads over three spans made of prestressed concrete, for a total length of about 121 meters (399 ft).

Notes
  1. Rendina & 785-786.

Bibliography
  • Rendina, Claudio (2005). Enciclopedia di Roma. Rome: Newton Compton Editori. ISBN 88-541-0304-7.
  • Tullia Iori, L'ultimo ponte sul Tevere, in "Casabella", year LXX nr. 1, number 739/740 (dec. 2005/ jan. 2006), pp. 20–25.
gollark: I mean, monad implies the other two, but still.
gollark: In fact, lists are functors, applicatives and monads.
gollark: `join` is essentially `flatten`, and `fmap` is like `map` on lists.
gollark: Technically functors have `fmap`, actually.
gollark: Functor: has `map`, lets you run an `a → b` over a `f a` to get a `f b`Applicative: has `<*>`, lets you run a `f (a → b)` over a `f a` to get a `f b` and `pure`, which lets you get a `f a` from an `a`Monad: has `join`, which does `f (f a)) → f a` or alternately `bind`, which is `f a → (a → f b) → f b`.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.