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Building Services Engineering 5th Edition Handbook

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98 Heating<br />

Table 4.2 Heat output from steel double-panel radiators of 500<br />

and 700 mm height.<br />

Radiator length (m)<br />

Heat output (kW) for 55 K difference<br />

500 mm 700 mm 900 mm<br />

1.720 2.00 2.60 2.90<br />

1.920 2.30 2.90 3.30<br />

2.200 2.60 3.25 3.75<br />

2.400 2.85 3.60 4.25<br />

2.600 3.10 3.90 4.80<br />

[ ] (82 + 71)/2 − 22 1.30<br />

temperature correction factor =<br />

55<br />

= 0.988<br />

radiator heat output at 55 K difference = 4250 W<br />

0.988 = 4302 W<br />

The 2.6 m × 900 mm radiator is needed. Verify that the wall space is available and that there<br />

is not a clash with furniture and furnishings in the room. The water flow rate is:<br />

q =<br />

1.1 × 4.25<br />

4.19 × (82 − 71)<br />

= 0.1014 kg/s<br />

A first estimate of pipe sizes can be made using an average pressure loss rate p/EL for the<br />

whole system (EL is the equivalent length). Either an arbitrary figure of say 300 N/m 3 is chosen,<br />

or a figure is evaluated from the expected pump head. The index circuit length is found from the<br />

total flow and return pipe length from the boiler to the furthest radiator. Pipe fittings increase<br />

frictional resistance and an initial 25% increase in measured pipe length is made in order to find<br />

the equivalent length of the system:<br />

pump head p<br />

N p<br />

= EL m ×<br />

m2 EL<br />

N<br />

m 3<br />

This is often converted into head H m water gauge:<br />

pump head H = p<br />

N m 2 × m3<br />

ρ kg × kg<br />

gN<br />

p<br />

=<br />

9.807 × 1000 m<br />

= p<br />

9807 m<br />

Water flow rate through the pump is the sum of all the radiator water flow rates. Figure 4.19<br />

shows typical pump performance curves. The allowed pressure loss rate can be assessed from

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