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Building Services Engineering 5th Edition Handbook

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Hot- and cold-water supplies 191<br />

The head loss rate to the bath is:<br />

H 1<br />

=<br />

4m<br />

EL 1 24.7 m<br />

= 0.162 m head/m run<br />

The head loss rate to the sink is:<br />

H 2<br />

=<br />

8m<br />

EL 2 31.2 m<br />

= 0.2564 m head/m run<br />

The pipe circuit to the bath has the lowest H/EL figure; this is the index circuit. H 1 /EL 1 is the<br />

available pressure loss rate, which drives water through the upper part of the system. Branches<br />

to other fittings on the same floor level can be sized from the same figure. All pipes below the<br />

upper floor are sized using the value of H 2 /EL 2 that is appropriate to that circuit. Now,<br />

H =<br />

p<br />

9807 m H 2O<br />

where p is the pressure exerted by a water column of height H m. Therefore<br />

and<br />

p 1<br />

EL 1<br />

= H 1<br />

EL 1<br />

× 9807 N/m 3<br />

= 0.162 × 9807 N/m 3<br />

= 1589 N/m 3<br />

p 2<br />

EL 2<br />

= 0.2564 × 9807 N/m 3<br />

= 2514.5 N/m 3<br />

These pressure loss rates are rounded and entered on Fig. 6.8. A different pressure loss rate<br />

could be calculated for each pipe but sizing them all on the index values is sufficiently accurate<br />

at this stage. Suitable pipe diameters are chosen from either Table 4.3 or Table 6.3, or the full<br />

data tables in CIBSE (1986). Notice that the bath connection size has been used rather than the<br />

15 mm pipe, which would satisfy the design data for much of the upper floor branch. The lower<br />

water velocities produced will minimize noise generation in the pipework. The pressure loss rate<br />

causing flow in the water main is:<br />

Now,<br />

H 3 head available for overcoming pipeline friction<br />

=<br />

EL 3 equivalent pipe length<br />

H 3 = water main pressure − vertical lift − ball valve resistance<br />

− water velocity pressure head at ball valve<br />

= 20 − (4 + 1 + 3 + 1) − 2m<br />

= 9 m water guage

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