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IEA Solar Heating and Cooling Programm - NachhaltigWirtschaften.at

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<strong>IEA</strong> SHC Task 38<br />

Monitoring Procedure<br />

Q2 _ total sum = Q2S<br />

_ fossil + Q2D<br />

_<br />

= Q2 _<br />

fossil + Q2 _ RES = Q2S<br />

+ Q2D<br />

fossil + Q2S<br />

_ RES + Q2D<br />

_ RES<br />

Eq. 29<br />

One special applic<strong>at</strong>ion of the Eq. 28 is when the he<strong>at</strong> from the back up source is only<br />

directly used, i.e.<br />

[ ]<br />

Q 2S _ fossil + Q2S _ RES = Q2S = 0 kWh th<br />

Eq. 30<br />

Under Eq. 30, Eq. 28 becomes:<br />

SF Q1s<br />

= hotstorage Q1 +<br />

Eq. 31<br />

Q2D<br />

The losses through the buffer tank are calcul<strong>at</strong>ed as the difference between the input <strong>and</strong><br />

the output, if the l<strong>at</strong>ter is known.<br />

Q _ loss _ stge<br />

= (Q1 + Q2S _ fossil + Q2S_ RES) − (Q1S)<br />

[ ] kWh th<br />

Eq. 32<br />

In case, the output of the storage tanks is not known <strong>and</strong> the buffer tank is shared with the<br />

he<strong>at</strong> back-up system, the efficiency of the storage can be estim<strong>at</strong>ed as follows:<br />

Q _ loss _ stge = (Q1 + Q2S _ fossil + Q2S_ RES) − (Q3a + Q4 + Q3b + Q6)<br />

[ ] kWh th<br />

Eq.<br />

33<br />

In the considered case, Q_loss_stge coincides with the overall losses in the system, which<br />

are given by:<br />

19 99% draft Version

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