facciata di un palazzo


Nell'ambito dell'analisi pushover, la vita nominale di progetto VN di un’opera è convenzionalmente definita come il numero di anni nel quale è previsto che l’opera, purché soggetta alla necessaria manutenzione, mantenga specifici livelli prestazionali. Le NTC 2018 hanno modificato la definizione di "vita nominale" aggiungendo il termine specifico "di progetto".

I valori minimi di VN da adottare per i diversi tipi di costruzione sono riportati nella tabella che segue. Tali valori possono essere anche impiegati per definire le azioni dipendenti dal tempo.

 

 

Valutazione domanda sismica: la classe d’uso 

  • Classe I: Costruzioni con presenza solo occasionale di persone, edifici agricoli.
  • Classe II: Costruzioni il cui uso preveda normali affollamenti, senza contenuti pericolosi per l’ambiente e senza funzioni pubbliche e sociali essenziali. Industrie con attività non pericolose per l’ambiente. Ponti, opere infrastrutturali, reti viarie non ricadenti in Classe d’uso III o in Classe d’uso IV, reti ferroviarie la cui interruzione non provochi situazioni di emergenza. Dighe il cui collasso non provochi conseguenze rilevanti.
  • Classe III: Costruzioni il cui uso preveda affollamenti significativi. Industrie con attività pericolose per l’ambiente. Reti viarie extraurbane non ricadenti in Classe d’uso IV. Ponti e reti ferroviarie la cui interruzione provochi situazioni di emergenza. Dighe rilevanti per le conseguenze di un loro eventuale collasso.
  • Classe IV: Costruzioni con funzioni pubbliche o strategiche importanti, anche con riferimento alla gestione della protezione civile in caso di calamità. Industrie con attività particolarmente pericolose per l’ambiente. Reti viarie di tipo A o B, di cui al D.M. 5 novembre 2001, n. 6792, “Norme funzionali e geometriche per la costruzione delle strade”, e di tipo C quando appartenenti ad itinerari di collegamento tra capoluoghi di provincia non altresì serviti da strade di tipo A o B. Ponti e reti ferroviarie di importanza critica per il mantenimento delle vie di comunicazione, particolarmente dopo un evento sismico. Dighe connesse al funzionamento di acquedotti e a impianti di produzione di energia elettrica.

Categoria del suolo 

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