Se vogliamo risparmiare un po’ di energia, quindi soldi e ridurre l’inquinamento provocato dalla produzione di energia elettrica attraverso le fonti fossili, abbiamo alcune possibili soluzioni di facile applicazione.
Parlando di lavatrici è sufficiente ridurre la temperatura dell’acqua a cui si lava e il risparmio è assicurato. Il lavaggio sarà ancora soddisfacente ma i consumi si ridurranno sensibilmente.
Come si vede chiaramente dalle immagini che trovate in fondo all'articolo (Fig. 2 e Fig. 3) si ottiene un risparmio di circa il 30% semplicemente abbassando la temperatura dell’acqua. Nel primo caso la temperatura è stata impostata a 60°, mentre nel secondo a 40°.
Nel primo caso la lavatrice ha utilizzato la resistenza interna per circa 15 minuti, mentre nel secondo ne sono sono stati sufficienti circa 10. Questo ci fa capire che più alta si vuole la temperatura di lavaggio più a lungo rimane accesa la resistenza interna che scalda l’acqua. (I due lavaggi in questione sono stati eseguiti uno di seguito all’altro e pertanto le condizioni di valutazione erano uguali per entrambi). Va detto che le misure sono state effettuate in Agosto, con temperatura dell’aria e dell’acqua più elevate che in inverno. Se facessimo lo stesso calcolo a Dicembre avremmo dei consumi maggiori sia perché la temperatura in casa non sarebbe più alta di 19° sia perché l’acqua in ingresso sarebbe più fredda.
Se volessimo fare un calcolo del consumo reale dei lavaggi, basterebbe moltiplicare il tempo di utilizzo della resistenza (1600 W = 1,6 kW) e il tempo di utilizzo del motore (circa 100 W - 0,1 kW, come si vede dalla figura 1).
Nel primo caso avremmo 1,6 kW per 15 minuti, più 0,1 kW per 60 minuti: ossia 400 Wh più 100 Wh per un totale di 500 Wh. Se paghiamo un kWh di energia elettrica 0,2 € il lavaggio ci sarà costato circa 10 centesimi.
Nel secondo caso , lavando con l’acqua a 40°, avremmo 1,6 kW per 10 minuti, più 0,1 kW per 60 minuti: ossia 266 Wh più 100 Wh per un totale di 366 Wh. In questo caso il lavaggio ci sarà costato solo 7 centesimi.
Da notare che il tempo di lavaggio è sempre lo stesso, quello che cambia è il tempo in cui la lavatrice “aspetta” il riscaldamento dell’acqua.
Quanto spenderemmo se invece di scaldare l’acqua con la resistenza interna utilizzassimo l’acqua scaldata col sole dai collettori solari?
Invece di far scaldare l’acqua alla lavatrice la si può far arrivare già calda così ché l’energia elettrica servirà solo per far girare il cestello, con il consumo del solo motore che si aggira sui 100 Watt. Se avete installato un pannello solare per l’acqua calda potete farla confluire direttamente in lavatrice. La lavatrice, in questo caso, dovrebbe avere il doppio ingresso: uno per l’acqua calda e uno per quella fredda. Se la vostra non lo ha, potete acquistare un “SaveEl.En.” apparecchio che si occupa proprio di far arrivare acqua calda e fredda in base alla richiesta.
Se, dunque, utilizziamo l’acqua scaldata col sole il costo del lavaggio si ridurrà al solo consumo del motore. Quindi avremo 100 W per 60 minuti. Cioè 0.1 kWh, ovvero 0,02 centesimi di spesa!
Un’altra possibilità, se non avete i pannelli solari per l’acqua calda, è quella di mandare alla lavatrice l’acqua scaldata con la caldaia a gas. Il costo sarà minore che se la scaldate con la corrente elettrica.
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)
![](http://www.ilcambiamento.it/data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAINAZADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9xvB3ww8O3XhHSpZNG0+SSSzhZnaIFmJRSST6mtL/AIVT4b/6Aem/9+RVrwMQPBGj/wDXjB/6LWtMyc9KqIGEfhT4bH/MD03/AL8imn4W+Gx00PTf+/IrePJpC22qAwT8LfDec/2Hpv8A35Fc5No+iy61qVnp/gRtS/sudbeaaM20aGRoo5sKHkDEBZU5x1z6V3zSZ6Vy3wutb6Dxf44a6vIbqN9ZjMSJb+UYh9gtOCdx3cFRnA6e9KWiAwtVsNP0aCOSb4a3G2aeO3XbLZsd8jhFz+96ZYZ9BVj/AIRe1P8AzTaX/v8AWf8A8dr0ork0VHOB5r/wi9r/ANE2l/7/AFn/APHqhu9HsrWymnHw1uJhAjOUims3dsDO0DzuWPYV6ZI2KydP1vTbm3QfbLF5FQll81SV9cjPas5VrFcpxo8L27qG/wCFbTDPYzWfH/kal/4RW3/6JtN/3/s/j1dzZB4nj+ZtvIAzwQOhq9uzQq7auTseb/8Ivbf9E3k/wC/9n/8eqO00C2u4i/AArO6iw7ptkls1b5WK5/13Q4yD3BBr0oyZH+NN/zxR7ZgednwxbY/wCSbyf9/wCz/wDj1NPhe3J/5JxN/wB/7P8A+PV6NijGaPbsDzOHQLaa6mh/4VreJ5O352lswj5GflPnc47+lTf8InbH/mnMn/f+z/8Aj1eiA+xpd3saPbSCx51/widr/wBE5k/7/wBn/wDHqo3enWFrr </div><!-- .entry-content -->
<table cellpadding=)
![Uso Razionale dell'Energia nella Casa](https://www.macrolibrarsi.it/data/cop/_big/u/uso-razionale.jpg) | |
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