Di seguito sono riportati i dati delle emissioni della centrale del Mercure.
I limiti di legge delle emissioni in aria sono stabiliti nella Parte II del D.Lgs. 152/2006 e s.m.i; inoltre, l’accordo di compensazione, stipulato al Ministero dello Sviluppo Economico, ha poi stabilito per detti valori una riduzione del 20%.
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)
I dati delle emissioni al camino sono rilevati dal sistema di monitoraggio delle emissioni (SME), in conformità con quanto previsto dal Piano di Monitoraggio e Controllo definito ed approvato da ARPACal.
Tutta la strumentazione installata è rispondente alle norme EN ISO 14956 e UNI EN 14181 ed è certificata QAL1. Sul sistema sono state effettuate le operazioni di calibrazione / taratura e le verifiche QAL 2, previste dalla normativa e, con frequenza settimanale, tramite le verifiche di QAL 3, ci si assicura che gli analizzatori mantengano le caratteristiche originarie.
Periodicamente vengono inoltre eseguite verifiche sulla strumentazione in esercizio, finalizzate all’assicurazione della qualità delle misure su base continua.
I valori delle emissioni sono periodicamente trasmessi agli organismi di controllo: i limiti sono sempre stati pienamente rispettati.