Cat Engineering offre un servizio altamente professionale per la misurazione della trasmittanza con tecniche e indagini non distruttive (dette anche NDT – non destructive testing o anche PND – prove non distruttive) quali la termografia agli infrarossi (TT-IR) e la termoflussimetria.
Ottimo supporto, per indagini, diagnosi e certificazioni energetiche, ai professionisti che si occupano di Superbonus 110%.
Che cos'è quindi un termoflussimetro?
Il termoflussimetro è l’unico strumento che consente di valutare, misurando in maniera “quantitativa” e senza alcun intervento invasivo/distruttivo, l’esatto isolamento termico di un componente edilizio (ricavandone la U: trasmittanza termica) attraverso la valutazione della trasmissione del calore per conduzione del flusso termico attraverso un continuo.
I termoflussimetri Heat Flux Meter (HFM) possono essere configurati secondo le particolari richieste del cliente, quelle esposte nelle pagine precedenti sono solo le più comuni. I sistemi di monitoraggio ( WMS: moduli sw per il calcolo della trasmittanza in opera ai sensi della ISO 9869 e la compilazione del report strumentale) dotati di una robustezza intrinseca, nascono per essere utilizzati in ambienti estremi avendo un grado di protezione intrinseca IP 67.
Cat Engineering adotta Termoflussimetro wireless per la misura della trasmittanza in opera delle componenti opache con una architettura hardware a 24 bit e con moduli HFM che leggono i dati provenienti dai sensori e li registrano sulla SD card integrata, alimentati con una batteria stilo agli ioni di litio da 3.6 V ricaricabile ed in aggiunta i dati vengono inviati in continuo ed attraverso un modem ad un cloud per consentire rapide valutazioni di backoffice.
Il termoflussimetro wireless ha l'indubbio vantaggio di non dover avere una apertura in prossimità delle sonde che permetta il passaggio dei cavi dall'esterno all'interno dell'immobile. Possibilità di scaricare i dati tramte wi-fi o usb.
Le misure acquisite, dopo almeno 72 ore, (come recita la norma ISO 9869) vengono successivamente scaricate sul computer dell'operatore ed elaborate tramite un apposito software dedicato che effettuerà il calcolo diretto del coefficiente K e dei parametri legati all'isolamento termico, tramite il metodo delle "medie mobili" o tramite il metodo detto "black box".
La prova termoflussimetrica, effettuata dopo un'ispezione termografica, è la prova più affidabile per valutare il reale isolamento termico di una componente dell'involucro edilizio.
I nostri termoflussimetri possono essere configurati secondo le particolari richieste del cliente.
![](/cat/images/Termoflussimetria.jpg)
Termoflussimetria
La termoflussimetria consiste nel rilevare il flusso termico che attraversa un continuo: è una tecnica diagnostica non invasiva e non distruttiva che consente, mediante misure e calcoli, di valutare la trasmittanza termica (U) operativa di un dato componente edilizio.
L'analisi termoflussimetrica: un utile ausilio per la diagnosi energetica.
La termoflussimetria consiste nel rilevare il flusso termico che attraversa un continuo: è una tecnica diagnostica non invasiva e non distruttiva che consente, mediante misure e calcoli, di valutare la trasmittanza termica (U) operativa di un dato componente edilizio.
La trasmittanza termica U rappresenta il flusso di calore che attraversa una superficie unitaria sottoposta a differenza di temperatura pari ad 1ºC.
L’unità di misura della trasmittanza nel S.I. è il W/(m²K) e definisce la capacità isolante di un elemento.
Ciò significa che maggiore sarà la resistenza dell'elemento stesso minore sarà la sua trasmittanza.
![](/cat/images/trasmittanza.jpg)
La trasmittanza [W/(m²K)] abbiamo visto essere la capacità di un corpo di trasferire (o di essere attraversato da) calore, il che dipende dal suo spessore (più è spesso più è bassa la trasmittanza) e dalla sua conduttività [W/(mK)] (che è invece la proprietà fisica di ciascun materiale di condurre il calore stesso)
![](data:image/png;base64,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)
Figura 1 : la formula della trasmittanza termica per elementi opachi.
La trasmittanza [W/(m²K)] abbiamo visto essere la capacità di un corpo di trasferire (o di essere attraversato da) calore, il che dipende dal suo spessore (più è spesso più è bassa la trasmittanza) e dalla sua conduttività [W/(mK)] (che è invece la proprietà fisica di ciascun materiale di condurre il calore stesso).
R: resistenza termica totale della parete = somma delle resistenze termiche di tutti i singoli strati che compongono la parete stessa;
Rsi,e: resistenza liminare della superficie interna (i) o esterna (e) della struttura, [(m2K)/W] S/λ;
S/λ: resistenza termica di uno o più strati di materiale omogeneo, [(m2K)/W] = spessore i-esimo Si [m] / conduttività i-esima λi [W/(mK)];
Rn = 1/C: resistenza termica di strati di materiale non omogeneo, [(m2K)/W] = inverso della conduttanza termica C;
Ra : resistenza termica di eventuali intercapedini, [(m2K)/W];
C: conduttanza termica, [W/(m2K)];
Esempio: la lana di vetro ha bassa conduttività (o conducibilità) termica - infatti è una materiale isolante - quindi un pannello di lana di vetro avrà bassa trasmittanza, soprattutto se è spesso.
La norma di riferimento per il calcolo della trasmittanza termica e della resistenza termica è la UNI EN ISO 10077-1:2018 (Prestazione termica di finestre, porte e chiusure oscuranti - Calcolo della trasmittanza termica - Parte 1: Generalità) e UNI EN ISO 10077-2:2018 (Prestazione termica di finestre, porte e chiusure oscuranti - Calcolo della trasmittanza termica - Parte 2: Metodo numerico per i telai).
Conduttività termica λ (materiali ed elementi omogenei)
La conduttività termica (indicata con λ) è una misura dell’attitudine di una sostanza a trasmettere il calore. Tale grandezza è il rapporto, in condizioni stazionarie, fra il flusso di calore e il gradiente di temperatura che provoca il passaggio del calore. La conduttività dipende solo dalla natura del materiale e non dalla sua forma. I valori di riferimento di conduttività termica, per i comuni materiali da costruzione, sono contenuti nelle norme UNI 10351:1994 e UNI EN ISO 10456:2008. Il certificatore energetico, il termotecnico e il progettista fanno riferimento, nella maggior parte dei casi pratici, alla norma UNI 10351.
Conduttanza termica C (materiali ed elementi non omogenei)
Per un elemento non omogeneo, ovvero caratterizzato da proprietà termiche non uniformi si deve fare riferimento alla conduttanza, C, dello strato, espressa in W/(m2K). Tale grandezza rappresenta il flusso di calore scambiato unicamente per via conduttiva all’interno del solido in esame.I valori di conduttanza sono riportati nelle apposite norme di riferimento [UNI 10355:1994] o ricavabili dai certificati di prova forniti direttamente dai produttori.
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