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Handbook of Electrical Installation Practice - BeKnowledge

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548 <strong>Handbook</strong> <strong>of</strong> <strong>Electrical</strong> <strong>Installation</strong> <strong>Practice</strong><br />

The fill-factor, FF 1758 ¥ 100/9448 = 18.6%.<br />

For 110 ¥ 100 trunking C = 16.25W/m (Table 20.7).<br />

Maximum permitted power for trunking = 16.25 ¥ 18.6 0.345 W/m.<br />

= 44.59W/m.<br />

The losses for circuits Nos 2, 7 and 9, marked (*), are too high. This could be put<br />

right by increasing this conductor sizes for those circuits. However, as the total<br />

power loss W t is well within the maximum permitted value W p it is feasible to try<br />

the optimising procedure on these circuits.<br />

Wt<br />

35. 77<br />

= = 0. 803<br />

W 44. 54<br />

p<br />

M 2 = 395 . - 295 . ¥ 0803 . = 1. 58<br />

For circuit Nos 2, 7 and 9, Wa ¥ M 2 is greater than W c, hence these sizes can be<br />

retained.<br />

The optimising procedure is based on experimental work which showed that a<br />

limited number <strong>of</strong> circuits can dissipate a certain amount more than the average<br />

UHG power, provided that the overall losses <strong>of</strong> the group are less than the permitted<br />

maximum. It can be seen that, as the total power loss <strong>of</strong> the group increases<br />

towards its maximum permitted value, the optimising factor M 2 decreases to<br />

unity.<br />

The maximum permissible value for M 2 is 2.4, irrespective <strong>of</strong> the ratio W t/W p.<br />

The optimisation procedure is applicable only to groups in conduit or trunking.<br />

Increasing the conductor sizes <strong>of</strong> circuit Nos 2, 7 and 9 would also provide a<br />

thermally acceptable design, but the cost would be higher.<br />

Comparison with sizes derived by an across the board application <strong>of</strong> a conventional<br />

group rating factor, C g = 0.48, would show, as before, that savings can be<br />

made on some <strong>of</strong> the larger conductors. Voltage-drop limitations tend to mask the<br />

comparison for smaller conductors but, where a direct comparison is available, the<br />

conventional group factor may lead to sizes which are thermally inadequate.<br />

Groups on trays<br />

The procedure, given in Fig. 20.3, is initially much the same as that for conduits and<br />

trunking, with the width and depth <strong>of</strong> the group replacing the size <strong>of</strong> the enclosure<br />

and the fill-factor. Because a group on a tray may be <strong>of</strong> such a width that heat losses<br />

from the edges do not affect the temperature rise at the centre, the initial calculations<br />

are therefore based on the assumption that there is no heat loss from the sides<br />

<strong>of</strong> the group.<br />

On the other hand, a shape factor Cs may be applied which corrects for the effect<br />

<strong>of</strong> added heat loss from the edges <strong>of</strong> a group. This tends to compensate, at least in<br />

part, for the rapid decrease in cable current-carrying capacity as the depth <strong>of</strong> a group<br />

increases. Further comment on this is made when discussing the example.<br />

A further difference is introduced, due to the fact that groups on trays and racks<br />

are laid in an orderly manner so as to facilitate fixing with binders or clips. This<br />

usually results in an approximately rectangular cross-section for the group and the

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