# Busbar trunking systems

## Contents

The selection of busbar trunking systems is very straightforward, using the data provided by the manufacturer. Methods of installation, insulation materials, correction factors for grouping are not relevant parameters for this technology.

The cross section area of any given model has been determined by the manufacturer based on:

• The rated current,
• An ambient air temperature equal to 35 °C,
##### Rated current

The rated current can be calculated taking account of:

• The layout,
• The current absorbed by the different loads connected along the trunking system.
##### Ambient temperature

A correction factor has to be applied for temperature higher than 35 °C. The correction factor applicable to medium and high power range (up to 4,000 A) is given in Figure G23a.

 °C 35 40 45 50 55 Correction factor 1 0.97 0.93 0.9 0.86

Fig. G23a: Correction factor for air temperature higher than 35 °C

##### Neutral current

Where 3rd harmonic currents are circulating, the neutral conductor may be carrying a significant current and the corresponding additional power losses must be taken into account.
Figure G23b represents the maximum admissible phase and neutral currents (per unit) in a high power busbar trunking system as functions of 3rd harmonic level.

Fig. G23b: Maximum admissible currents (p.u.) in a busbar trunking system as functions of the 3rd harmonic level.

The layout of the trunking system depends on the position of the current consumers, the location of the power source and the possibilities for fixing the system.
- One single distribution line serves a 4 to 6 meter area
- Protection devices for current consumers are placed in tap-off units, connected directly to usage points.
- One single feeder supplies all current consumers of different powers.
Once the trunking system layout is established, it is possible to calculate the absorbed current In on the distribution line.
In is equal to the sum of absorbed currents by the current In consumers: In = Σ IB.
The current consumers do not all work at the same time and are not permanently on full load, so we have to use a clustering coefficient kS : In = Σ (IB . kS).

 Application Number of current consumers Ks Coefficient Lighting, Heating 1 Distribution (engineering workshop) 2...3 0.9 4...5 0.8 6...9 0.7 10...40 0.6 40 and over 0.9 0.5

Note: for industrial installations, remember to take account of upgrading of the machine equipment base. As for a switchboard, a 20 % margin is recommended:
In ≤ IB x ks x 1.2.

Fig G24: Clustering coefficient according to the number of current consumers