Il Metodo Dinamico Orario secondo UNI 52016 è un sistema di calcolo che permette la stima delle temperature interne e dei fabbisogni energetici per riscaldamento e raffrescamento degli ambienti che compongono le zone termiche di un edificio. Tali risultati sono calcolati tramite la ripetuta risoluzione di un sistema, composto da equazioni di bilancio energetico ottenute dalla suddivisione in nodi delle strutture opache che compongono l’edificio. Il metodo di calcolo sfrutta il principio RC (resistivo-capacitivo) che permette di ottenere una simulazione dettagliata di come il flusso di calore attraversa la struttura opaca spinto dalla differenza di temperatura tra i nodi stessi
![](/image.axd?picture=/bilancio del nodo.png)
Secondo questo metodo l’energia che entra in un nodo viene in parte accumulata all’interno del materiale e in parte ceduta al nodo successivo. Per ogni nodo è quindi necessario definire un valore di capacità e conduttanza termica dato che la quantità di energia immagazzinata e ceduta dipende appunto da questi valori.
Attraverso la risoluzione del sistema è possibile ottenere le temperature dei nodi (dato che queste sono proprio le incognite del sistema); i valori così ottenuti vengono usati come condizioni iniziali per il calcolo delle temperature dell’ora successiva. Ripetendo questa procedura per tutte le ore dell’anno, è possibile valutare come le temperature dei nodi cambiano nel tempo e stimare la direzione e la quantità del flusso energetico che attraversa le strutture. Questo metodo permette infatti di calcolare l’effettiva quota di calore che viene trasferita all’ambiente interno e la quota che viene invece riversata verso l’esterno senza produrre alcun effetto utile.
Anche se la UNI 52016 usa il termine nodo, a causa dell’analogia con il metodo RC, nella realtà va ricordato che il modello si applica a delle superfici, dato che le strutture opache vengono suddivise in “sottostrati” virtuali rispetto alla stratigrafia del componente stesso. Possiamo utilizzare il termine nodo se ipotizziamo di concentrare tutta la massa del materiale in un singolo punto baricentrico allo strato stesso ma, a livello matematico e fisico, è importante ricordare che i valori di capacità termica e di resistenza dell’internodo sono sempre riferiti per unità di superficie [m2].
Al momento esistono due principali regole di suddivisioni in nodi delle strutture opache:
- Secondo Normativa UNI 52016
- Secondo Allegato Nazionale
La prima regola consiste nella divisione di tutte le strutture opache sempre in 5 nodi, i cui valori di capacità termica cambiano a seconda di come è realizzata la stratigrafia.
La seconda regola (che è quella implementata in MC11300 ed emanata dal CTI) prevede invece di suddividere il componente in un numero di nodi che dipende dalle caratteristiche fisiche di ogni materiale e dal loro spessore. Con questa regola il numero di nodi può variare da componente a componente, ed essendo tendenzialmente maggiore di 5, rende il calcolo più dettagliato rispetto alla regola della UNI 52016.
Nel dettaglio il Numero di Nodi dello strato di materiale j si ottiene con la seguente equazione:
![](data:image/png;base64,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)
Per ciascun nodo ottenuto da questa suddivisione è ora necessario calcolare il valore di Capacità Termica e Conduttanza Termica per unità di superficie mediante la regola prevista dalla Tabella 10--bis dell’allegato Nazionale:
![](data:image/png;base64,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)
![](/image.axd?picture=/Stratigrafia.png)
Noti i valori capacità e conduttanza è possibile ora analizzare le equazioni di bilancio energetico associate ai nodi che andranno a comporre il sistema del metodo dinamico:
Nodo Superficie Interna:
![](data:image/png;base64,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)
Nodo Interno:
![](data:image/png;base64,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)
Nodo Superficie Esterna (non valida per elementi confinanti col terreno):
![](data:image/png;base64,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)
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)
![](/image.axd?picture=/Modello RC muro.png)
Le regole di suddivisione in nodi e le equazioni di bilancio energetico per le superfici interne e per i nodi interni sono valide anche per gli elementi a contatto con il terreno, cambia invece il modello che considera gli strati adiacenti al terreno.
Il modello, che si rifà alla UNI EN 13370, prevede l’aggiunta di 2 strati aggiuntivi lato terreno:
- Il primo strato a contatto con l’ultimo strato esterno dell’elemento è formato da 0,5 m di terreno avente conducibilità, densità e capacità termica del terreno su cui giace l’edificio.
- Il secondo strato (il più esterno) è uno strato virtuale avente Resistenza Termica calcolata secondo UNI EN ISO 13370, spessore di 0,1 m e una temperatura del nodo superficiale esterna che varia mensilmente secondo la seguente equazione:
![](data:image/png;base64,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)
![](/image.axd?picture=/Modello RC terreno.png)
Per comprendere come il modello RC viene applicato, è stato realizzato un esempio teorico, applicato su un edificio astratto avente geometria cubica con lato di 10 m.
L’obiettivo di questo esempio è quello di sottoporre l’edificio a una sollecitazione termica esterna e vedere come questa incide sulle strutture e sulle condizioni interne dell’edificio. In particolare, si andrà ad osservare come il sistema di riscaldamento interverrà per mantenere la temperatura interna costante pari a 20°C.
L’esempio verrà descritto dettagliatamente nel prossimo articolo e analizzerà come la capacità termica dei materiali e la posizione degli isolanti nella stratigrafia degli elementi opachi incidono sul metodo dinamico e sui risultati.