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IEA Solar Heating and Cooling Programm - NachhaltigWirtschaften.at

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<strong>IEA</strong> SHC Task 38 <strong>Solar</strong> Air Conditioning <strong>and</strong> Refriger<strong>at</strong>ion Subtask A Report A-D3b, D<strong>at</strong>e: December 2010<br />

c) Combined he<strong>at</strong> <strong>and</strong> power plants (CHP):<br />

The primary energy for he<strong>at</strong> taken from a CHP plant is calcul<strong>at</strong>ed according to the following<br />

equ<strong>at</strong>ion:<br />

<br />

RES<br />

<br />

H<br />

fuel<br />

<br />

Q<br />

fuel<br />

CHP<br />

W<br />

<br />

el<br />

<br />

el<br />

Where Q CHP is the he<strong>at</strong> produced by the CHP plant, H fuel is the fuel used (in kWh) <strong>and</strong> W el is<br />

the electricity produced. The electricity produced by the CHP replaces electricity in the power<br />

grid, thus el is the primary energy factor for the electricity in the grid. Expressed in CHP<br />

efficiencies this gives:<br />

<br />

RES<br />

th<br />

<br />

1 <br />

<br />

el<br />

<br />

fuel<br />

el<br />

Where th is the thermal efficiency of the CHP <strong>and</strong> el is the electric efficiency of the CHP.<br />

With this formalism, the efficiency of the he<strong>at</strong> source RES has to be considered as equal to 1.<br />

In order to compare different systems in different loc<strong>at</strong>ions the same average primary factors<br />

for electricity ( elect =0.4 kWh el /kWh PE ) <strong>and</strong> fuel ( fuel = fossil =0.9 kWh fuel /kWh PE ) should be<br />

used. Local values should be used in order to evalu<strong>at</strong>e the performance of the system in a<br />

specific surrounding.<br />

For Freiburg ( th =49.2%; el =26.2%), using average values for elec =0.4 kWh el /kWh PE <strong>and</strong><br />

fuel =0.9 kWh fuel /kWh PE (n<strong>at</strong>ural gas) we obtain an average value for the CHP of<br />

RES =1.08 kWh he<strong>at</strong> /kWh PE , with local values ( fossil =0.909 kWh fuel /kWh PE ;<br />

elec =0.36 kWh el /kWh PE ) we obtain an average value for the CHP of RES =1.32<br />

kWh he<strong>at</strong> /kWh PE .<br />

For Gleisdorf thermal <strong>and</strong> electrical efficiency of the two bio-fuel (rapeseed oil) CHP’s needs<br />

to be estim<strong>at</strong>ed based on d<strong>at</strong>a sheets, because fuel consumption was not measured. The<br />

following values were assumed: th =45%; el =24%. Using average values for elec =0.4 <strong>and</strong><br />

fuel = 2.35 kWh fuel /kWh PE (rapeseed oil) we obtain an average value for the CHP of:<br />

RES = -2.53 kWh he<strong>at</strong> /kWh PE . This neg<strong>at</strong>ive value shows th<strong>at</strong> the produced electricity is<br />

replacing more non renewable energy from conventional (fossil) electricity production ( el x<br />

fuel = 0.24 x 2.35 = 0.564 kWh el /kWh PE instead of 0.4 kWh el /kWh PE ) than non renewable<br />

energy remains in the produced he<strong>at</strong> by the rapeseed oil fired CHP.<br />

To present the results more clearly, the graphs of the fractional primary energy savings are<br />

divided into summer <strong>and</strong> winter. This way, systems th<strong>at</strong> were only oper<strong>at</strong>ed or monitored in<br />

summer can be taken out from the winter graphs.<br />

3.5.1 Summer<br />

All 11 monitored systems could be analyzed for summer oper<strong>at</strong>ion. In Figure 5 all systems<br />

th<strong>at</strong> have no backup system in summer or a cold backup system are shown.<br />

Fractional primary energy<br />

savings, -<br />

80%<br />

60%<br />

40%<br />

20%<br />

0%<br />

-20%<br />

-40%<br />

-60%<br />

-80%<br />

-100%<br />

Jun Jul Aug<br />

Zaragoza 2008 Maclas 2009 Perpignan 2009 Graz 09/10 S<strong>at</strong>tledt 2007<br />

Chambéry 09/10 Butzbach 2009 Garching 2009<br />

page 52

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